bigint-crypto-utils
Advanced tools
Comparing version 3.1.8 to 3.2.1
@@ -1,8 +0,1 @@ | ||
/** | ||
* Absolute value. abs(a)==a if a>=0. abs(a)==-a if a<0 | ||
* | ||
* @param a | ||
* | ||
* @returns The absolute value of a | ||
*/ | ||
function abs(a) { | ||
@@ -12,8 +5,2 @@ return (a >= 0) ? a : -a; | ||
/** | ||
* Returns the (minimum) length of a number expressed in bits. | ||
* | ||
* @param a | ||
* @returns The bit length | ||
*/ | ||
function bitLength(a) { | ||
@@ -32,13 +19,2 @@ if (typeof a === 'number') | ||
/** | ||
* An iterative implementation of the extended euclidean algorithm or extended greatest common divisor algorithm. | ||
* Take positive integers a, b as input, and return a triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @throws {@link RangeError} if a or b are <= 0 | ||
* | ||
* @returns A triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
*/ | ||
function eGcd(a, b) { | ||
@@ -50,3 +26,3 @@ if (typeof a === 'number') | ||
if (a <= 0n || b <= 0n) | ||
throw new RangeError('a and b MUST be > 0'); // a and b MUST be positive | ||
throw new RangeError('a and b MUST be > 0'); | ||
let x = 0n; | ||
@@ -70,15 +46,7 @@ let y = 1n; | ||
g: b, | ||
x: x, | ||
y: y | ||
x, | ||
y | ||
}; | ||
} | ||
/** | ||
* Greatest common divisor of two integers based on the iterative binary algorithm. | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns The greatest common divisor of a and b | ||
*/ | ||
function gcd(a, b) { | ||
@@ -111,13 +79,5 @@ let aAbs = (typeof a === 'number') ? BigInt(abs(a)) : abs(a); | ||
} while (bAbs !== 0n); | ||
// rescale | ||
return aAbs << shift; | ||
} | ||
/** | ||
* The least common multiple computed as abs(a*b)/gcd(a,b) | ||
* @param a | ||
* @param b | ||
* | ||
* @returns The least common multiple of a and b | ||
*/ | ||
function lcm(a, b) { | ||
@@ -130,14 +90,5 @@ if (typeof a === 'number') | ||
return BigInt(0); | ||
// return abs(a * b) as bigint / gcd(a, b) | ||
return abs((a / gcd(a, b)) * b); | ||
} | ||
/** | ||
* Maximum. max(a,b)==a if a>=b. max(a,b)==b if a<b | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns Maximum of numbers a and b | ||
*/ | ||
function max(a, b) { | ||
@@ -147,10 +98,2 @@ return (a >= b) ? a : b; | ||
/** | ||
* Minimum. min(a,b)==b if a>=b. min(a,b)==a if a<b | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns Minimum of numbers a and b | ||
*/ | ||
function min(a, b) { | ||
@@ -160,15 +103,2 @@ return (a >= b) ? b : a; | ||
/** | ||
* Finds the smallest positive element that is congruent to a in modulo n | ||
* | ||
* @remarks | ||
* a and b must be the same type, either number or bigint | ||
* | ||
* @param a - An integer | ||
* @param n - The modulo | ||
* | ||
* @throws {@link RangeError} if n <= 0 | ||
* | ||
* @returns A bigint with the smallest positive representation of a modulo n | ||
*/ | ||
function toZn(a, n) { | ||
@@ -186,16 +116,6 @@ if (typeof a === 'number') | ||
/** | ||
* Modular inverse. | ||
* | ||
* @param a The number to find an inverse for | ||
* @param n The modulo | ||
* | ||
* @throws {@link RangeError} if a does not have inverse modulo n | ||
* | ||
* @returns The inverse modulo n | ||
*/ | ||
function modInv(a, n) { | ||
const egcd = eGcd(toZn(a, n), n); | ||
if (egcd.g !== 1n) { | ||
throw new RangeError(`${a.toString()} does not have inverse modulo ${n.toString()}`); // modular inverse does not exist | ||
throw new RangeError(`${a.toString()} does not have inverse modulo ${n.toString()}`); | ||
} | ||
@@ -207,13 +127,2 @@ else { | ||
/** | ||
* Modular exponentiation b**e mod n. Currently using the right-to-left binary method | ||
* | ||
* @param b base | ||
* @param e exponent | ||
* @param n modulo | ||
* | ||
* @throws {@link RangeError} if n <= 0 | ||
* | ||
* @returns b**e mod n | ||
*/ | ||
function modPow(b, e, n) { | ||
@@ -256,12 +165,2 @@ if (typeof b === 'number') | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomBytes() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
function randBytes(byteLength, forceLength = false) { | ||
@@ -271,5 +170,4 @@ if (byteLength < 1) | ||
return new Promise(function (resolve, reject) { | ||
{ // browser | ||
{ | ||
const buf = new Uint8Array(byteLength); | ||
// the maximum number of bytes of entropy available via self.crypto.getRandomValues is 65536 | ||
if (byteLength <= 65536) { | ||
@@ -285,3 +183,2 @@ self.crypto.getRandomValues(buf); | ||
} | ||
// If fixed length is required we put the first bit to 1 -> to get the necessary bitLength | ||
if (forceLength) | ||
@@ -293,20 +190,7 @@ buf[0] = buf[0] | 128; | ||
} | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* This is the synchronous version, consider using the asynchronous one for improved efficiency. | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
function randBytesSync(byteLength, forceLength = false) { | ||
if (byteLength < 1) | ||
throw new RangeError('byteLength MUST be > 0'); | ||
/* eslint-disable no-lone-blocks */ | ||
{ // browser | ||
{ | ||
const buf = new Uint8Array(byteLength); | ||
// the maximum number of bytes of entropy available via self.crypto.getRandomValues is 65536 | ||
if (byteLength <= 65536) { | ||
@@ -322,3 +206,2 @@ self.crypto.getRandomValues(buf); | ||
} | ||
// If fixed length is required we put the first bit to 1 -> to get the necessary bitLength | ||
if (forceLength) | ||
@@ -328,15 +211,4 @@ buf[0] = buf[0] | 128; | ||
} | ||
/* eslint-enable no-lone-blocks */ | ||
} | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
function randBits(bitLength, forceLength = false) { | ||
@@ -350,3 +222,2 @@ if (bitLength < 1) | ||
if (bitLengthMod8 !== 0) { | ||
// Fill with 0's the extra bits | ||
rndBytes[0] = rndBytes[0] & (2 ** bitLengthMod8 - 1); | ||
@@ -362,11 +233,2 @@ } | ||
} | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Uint8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
function randBitsSync(bitLength, forceLength = false) { | ||
@@ -379,3 +241,2 @@ if (bitLength < 1) | ||
if (bitLengthMod8 !== 0) { | ||
// Fill with 0's the extra bits | ||
rndBytes[0] = rndBytes[0] & (2 ** bitLengthMod8 - 1); | ||
@@ -390,11 +251,2 @@ } | ||
/** | ||
* Returns a cryptographically secure random integer between [min,max]. | ||
* @param max Returned value will be <= max | ||
* @param min Returned value will be >= min | ||
* | ||
* @throws {@link RangeError} if max <= min | ||
* | ||
* @returns A cryptographically secure random bigint between [min,max] | ||
*/ | ||
function randBetween(max, min = 1n) { | ||
@@ -414,9 +266,8 @@ if (max <= min) | ||
function _workerUrl(workerCode) { | ||
workerCode = `(() => {${workerCode}})()`; // encapsulate IIFE | ||
workerCode = `(() => {${workerCode}})()`; | ||
const _blob = new Blob([workerCode], { type: 'text/javascript' }); | ||
return window.URL.createObjectURL(_blob); | ||
} | ||
let _useWorkers = false; // The following is just to check whether we can use workers | ||
/* eslint-disable no-lone-blocks */ | ||
{ // Native JS | ||
let _useWorkers = false; | ||
{ | ||
if (self.Worker !== undefined) | ||
@@ -426,14 +277,2 @@ _useWorkers = true; | ||
/** | ||
* The test first tries if any of the first 250 small primes are a factor of the input number and then passes several | ||
* iterations of Miller-Rabin Probabilistic Primality Test (FIPS 186-4 C.3.1) | ||
* | ||
* @param w - A positive integer to be tested for primality | ||
* @param iterations - The number of iterations for the primality test. The value shall be consistent with Table C.1, C.2 or C.3 of FIPS 186-4 | ||
* @param disableWorkers - Disable the use of workers for the primality test | ||
* | ||
* @throws {@link RangeError} if w<0 | ||
* | ||
* @returns A promise that resolves to a boolean that is either true (a probably prime number) or false (definitely composite) | ||
*/ | ||
function isProbablyPrime(w, iterations = 16, disableWorkers = false) { | ||
@@ -445,3 +284,3 @@ if (typeof w === 'number') { | ||
throw RangeError('w MUST be >= 0'); | ||
{ // browser | ||
{ | ||
return new Promise((resolve, reject) => { | ||
@@ -461,3 +300,3 @@ const worker = new Worker(_isProbablyPrimeWorkerUrl()); | ||
rnd: w, | ||
iterations: iterations, | ||
iterations, | ||
id: 0 | ||
@@ -471,6 +310,2 @@ } | ||
function _isProbablyPrime(w, iterations) { | ||
/* | ||
PREFILTERING. Even values but 2 are not primes, so don't test. | ||
1 is not a prime and the M-R algorithm needs w>1. | ||
*/ | ||
if (w === 2n) | ||
@@ -480,5 +315,2 @@ return true; | ||
return false; | ||
/* | ||
Test if any of the first 250 small primes are a factor of w. 2 is not tested because it was already tested above. | ||
*/ | ||
const firstPrimes = [ | ||
@@ -743,21 +575,2 @@ 3n, | ||
} | ||
/* | ||
1. Let a be the largest integer such that 2**a divides w−1. | ||
2. m = (w−1) / 2**a. | ||
3. wlen = len (w). | ||
4. For i = 1 to iterations do | ||
4.1 Obtain a string b of wlen bits from an RBG. | ||
Comment: Ensure that 1 < b < w−1. | ||
4.2 If ((b ≤ 1) or (b ≥ w−1)), then go to step 4.1. | ||
4.3 z = b**m mod w. | ||
4.4 If ((z = 1) or (z = w − 1)), then go to step 4.7. | ||
4.5 For j = 1 to a − 1 do. | ||
4.5.1 z = z**2 mod w. | ||
4.5.2 If (z = w−1), then go to step 4.7. | ||
4.5.3 If (z = 1), then go to step 4.6. | ||
4.6 Return COMPOSITE. | ||
4.7 Continue. | ||
Comment: Increment i for the do-loop in step 4. | ||
5. Return PROBABLY PRIME. | ||
*/ | ||
let a = 0n; | ||
@@ -791,3 +604,2 @@ const d = w - 1n; | ||
function _isProbablyPrimeWorkerUrl() { | ||
// Let's us first add all the required functions | ||
let workerCode = ` | ||
@@ -821,21 +633,6 @@ 'use strict'; | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The browser version uses web workers to parallelise prime look up. Therefore, it does not lock the UI | ||
* main process, and it can be much faster (if several cores or cpu are available). | ||
* The node version can also use worker_threads if they are available (enabled by default with Node 11 and | ||
* and can be enabled at runtime executing node --experimental-worker with node >=10.5.0). | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A promise that resolves to a bigint probable prime of bitLength bits. | ||
*/ | ||
function prime(bitLength, iterations = 16) { | ||
if (bitLength < 1) | ||
throw new RangeError('bitLength MUST be > 0'); | ||
/* c8 ignore start */ | ||
if (!_useWorkers) { // If there is no support for workers | ||
if (!_useWorkers) { | ||
let rnd = 0n; | ||
@@ -847,3 +644,2 @@ do { | ||
} | ||
/* c8 ignore stop */ | ||
return new Promise((resolve, reject) => { | ||
@@ -853,5 +649,4 @@ const workerList = []; | ||
if (msg._bcu.isPrime) { | ||
// if a prime number has been found, stop all the workers, and return it | ||
for (let j = 0; j < workerList.length; j++) { | ||
workerList[j].terminate(); // eslint-disable-line @typescript-eslint/no-floating-promises | ||
workerList[j].terminate(); | ||
} | ||
@@ -863,3 +658,3 @@ while (workerList.length > 0) { | ||
} | ||
else { // if a composite is found, make the worker test another random number | ||
else { | ||
const buf = randBitsSync(bitLength, true); | ||
@@ -870,4 +665,4 @@ const rnd = fromBuffer(buf); | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
rnd, | ||
iterations, | ||
id: msg._bcu.id | ||
@@ -879,7 +674,6 @@ } | ||
catch (error) { | ||
// The worker has already terminated. There is nothing to handle here | ||
} | ||
} | ||
}; | ||
{ // browser | ||
{ | ||
const workerURL = _isProbablyPrimeWorkerUrl(); | ||
@@ -897,4 +691,4 @@ for (let i = 0; i < self.navigator.hardwareConcurrency - 1; i++) { | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
rnd, | ||
iterations, | ||
id: i | ||
@@ -907,13 +701,2 @@ } | ||
} | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The sync version is NOT RECOMMENDED since it won't use workers and thus it'll be slower and may freeze thw window in browser's javascript. Please consider using prime() instead. | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A bigint probable prime of bitLength bits. | ||
*/ | ||
function primeSync(bitLength, iterations = 16) { | ||
@@ -930,2 +713,1 @@ if (bitLength < 1) | ||
export { abs, bitLength, eGcd, gcd, isProbablyPrime, lcm, max, min, modInv, modPow, prime, primeSync, randBetween, randBits, randBitsSync, randBytes, randBytesSync, toZn }; | ||
//# 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|
@@ -1,1 +0,1 @@ | ||
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e=[3n,5n,7n,11n,13n,17n,19n,23n,29n,31n,37n,41n,43n,47n,53n,59n,61n,67n,71n,73n,79n,83n,89n,97n,101n,103n,107n,109n,113n,127n,131n,137n,139n,149n,151n,157n,163n,167n,173n,179n,181n,191n,193n,197n,199n,211n,223n,227n,229n,233n,239n,241n,251n,257n,263n,269n,271n,277n,281n,283n,293n,307n,311n,313n,317n,331n,337n,347n,349n,353n,359n,367n,373n,379n,383n,389n,397n,401n,409n,419n,421n,431n,433n,439n,443n,449n,457n,461n,463n,467n,479n,487n,491n,499n,503n,509n,521n,523n,541n,547n,557n,563n,569n,571n,577n,587n,593n,599n,601n,607n,613n,617n,619n,631n,641n,643n,647n,653n,659n,661n,673n,677n,683n,691n,701n,709n,719n,727n,733n,739n,743n,751n,757n,761n,769n,773n,787n,797n,809n,811n,821n,823n,827n,829n,839n,853n,857n,859n,863n,877n,881n,883n,887n,907n,911n,919n,929n,937n,941n,947n,953n,967n,971n,977n,983n,991n,997n,1009n,1013n,1019n,1021n,1031n,1033n,1039n,1049n,1051n,1061n,1063n,1069n,1087n,1091n,1093n,1097n,1103n,1109n,1117n,1123n,1129n,1151n,1153n,1163n,1171n,1181n,1187n,1193n,1201n,1213n,1217n,1223n,1229n,1231n,1237n,1249n,1259n,1277n,1279n,1283n,1289n,1291n,1297n,1301n,1303n,1307n,1319n,1321n,1327n,1361n,1367n,1373n,1381n,1399n,1409n,1423n,1427n,1429n,1433n,1439n,1447n,1451n,1453n,1459n,1471n,1481n,1483n,1487n,1489n,1493n,1499n,1511n,1523n,1531n,1543n,1549n,1553n,1559n,1567n,1571n,1579n,1583n,1597n];for(let t=0;t<e.length&&e[t]<=n;t++){const r=e[t];if(n===r)return!0;if(n%r===0n)return!1}let r=0n;const o=n-1n;let i=o;for(;i%2n===0n;)i/=2n,++r;const s=o/2n**r;do{let t=u(d(o,2n),s,n);if(1n===t||t===o)continue;let e=1;for(;e<r&&(t=u(t,2n,n),t!==o);){if(1n===t)return!1;e++}if(t!==o)return!1}while(0!=--t);return!0}function h(){let n=`\n 'use strict';\n const ${r.name} = ${r.toString()};\n const ${s.name} = ${s.toString()};\n const ${u.name} = ${u.toString()};\n const ${i.name} = ${i.toString()};\n const ${m.name} = ${m.toString()};\n const ${f.name} = ${f.toString()};\n const ${d.name} = ${d.toString()};\n const ${l.name} = ${w.toString()};\n ${e.toString()};\n ${a.toString()};`;return n+=`\n onmessage = async function(msg) {\n if (msg !== undefined && msg.data !== undefined && msg.data._bcu !== undefined && msg.data._bcu.id !== undefined && msg.data._bcu.iterations !== undefined && msg.data._bcu.rnd !== undefined) {\n const msgToParent = {\n _bcu: {\n isPrime: await ${l.name}(msg.data._bcu.rnd, msg.data._bcu.iterations),\n value: msg.data._bcu.rnd,\n id: msg.data._bcu.id\n }\n };\n postMessage(msgToParent);\n }\n }`,function(n){n=`(() => {${n}})()`;const t=new Blob([n],{type:"text/javascript"});return window.URL.createObjectURL(t)}(n)}return void 0!==self.Worker&&(b=!0),n.abs=t,n.bitLength=e,n.eGcd=r,n.gcd=o,n.isProbablyPrime=l,n.lcm=function(n,e){return"number"==typeof n&&(n=BigInt(n)),"number"==typeof e&&(e=BigInt(e)),0n===n&&0n===e?BigInt(0):t(n/o(n,e)*e)},n.max=function(n,t){return n>=t?n:t},n.min=function(n,t){return n>=t?t:n},n.modInv=s,n.modPow=u,n.prime=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");if(!b){let e=0n;do{e=a(m(n,!0))}while(!w(e,t));return new Promise((n=>{n(e)}))}return new Promise(((e,r)=>{const o=[],i=(r,i)=>{if(r._bcu.isPrime){for(let n=0;n<o.length;n++)o[n].terminate();for(;o.length>0;)o.pop();e(r._bcu.value)}else{const e=a(m(n,!0));try{const n={_bcu:{rnd:e,iterations:t,id:r._bcu.id}};i.postMessage(n)}catch(n){}}};{const n=h();for(let t=0;t<self.navigator.hardwareConcurrency-1;t++){const t=new Worker(n);t.onmessage=n=>i(n.data,t),o.push(t)}}for(let e=0;e<o.length;e++)g(n,!0).then((function(n){const r=a(n);o[e].postMessage({_bcu:{rnd:r,iterations:t,id:e}})})).catch(r)}))},n.primeSync=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");let e=0n;do{e=a(m(n,!0))}while(!w(e,t));return e},n.randBetween=d,n.randBits=g,n.randBitsSync=m,n.randBytes=c,n.randBytesSync=f,n.toZn=i,Object.defineProperty(n,"__esModule",{value:!0}),n}({}); | ||
var bigintCryptoUtils=function(n){"use strict";function t(n){return n>=0?n:-n}function e(n){if("number"==typeof n&&(n=BigInt(n)),1n===n)return 1;let t=1;do{t++}while((n>>=1n)>1n);return t}function r(n,t){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof t&&(t=BigInt(t)),n<=0n||t<=0n)throw new RangeError("a and b MUST be > 0");let e=0n,r=1n,o=1n,i=0n;for(;0n!==n;){const s=t/n,u=t%n,a=e-o*s,c=r-i*s;t=n,n=u,e=o,r=i,o=a,i=c}return{g:t,x:e,y:r}}function o(n,e){let r="number"==typeof n?BigInt(t(n)):t(n),o="number"==typeof e?BigInt(t(e)):t(e);if(0n===r)return o;if(0n===o)return r;let i=0n;for(;0n===(1n&(r|o));)r>>=1n,o>>=1n,i++;for(;0n===(1n&r);)r>>=1n;do{for(;0n===(1n&o);)o>>=1n;if(r>o){const n=r;r=o,o=n}o-=r}while(0n!==o);return r<<i}function i(n,t){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof t&&(t=BigInt(t)),t<=0n)throw new RangeError("n must be > 0");const e=n%t;return e<0n?e+t:e}function s(n,t){const e=r(i(n,t),t);if(1n!==e.g)throw new RangeError(`${n.toString()} does not have inverse modulo ${t.toString()}`);return i(e.x,t)}function u(n,e,r){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof e&&(e=BigInt(e)),"number"==typeof r&&(r=BigInt(r)),r<=0n)throw new RangeError("n must be > 0");if(1n===r)return 0n;if(n=i(n,r),e<0n)return s(u(n,t(e),r),r);let o=1n;for(;e>0;)e%2n===1n&&(o=o*n%r),e/=2n,n=n**2n%r;return o}function a(n){let t=0n;for(const e of n.values()){t=(t<<8n)+BigInt(e)}return t}function c(n,t=!1){if(n<1)throw new RangeError("byteLength MUST be > 0");return new Promise((function(e,r){{const r=new Uint8Array(n);if(n<=65536)self.crypto.getRandomValues(r);else for(let t=0;t<Math.ceil(n/65536);t++){const e=65536*t,o=e+65535<n?e+65535:n-1;self.crypto.getRandomValues(r.subarray(e,o))}t&&(r[0]=128|r[0]),e(r)}}))}function f(n,t=!1){if(n<1)throw new RangeError("byteLength MUST be > 0");{const e=new Uint8Array(n);if(n<=65536)self.crypto.getRandomValues(e);else for(let t=0;t<Math.ceil(n/65536);t++){const r=65536*t,o=r+65535<n?r+65535:n-1;self.crypto.getRandomValues(e.subarray(r,o))}return t&&(e[0]=128|e[0]),e}}function g(n,t=!1){if(n<1)throw new RangeError("bitLength MUST be > 0");const e=Math.ceil(n/8),r=n%8;return new Promise(((n,o)=>{c(e,!1).then((function(e){if(0!==r&&(e[0]=e[0]&2**r-1),t){const n=0!==r?2**(r-1):128;e[0]=e[0]|n}n(e)}))}))}function m(n,t=!1){if(n<1)throw new RangeError("bitLength MUST be > 0");const e=f(Math.ceil(n/8),!1),r=n%8;if(0!==r&&(e[0]=e[0]&2**r-1),t){const n=0!==r?2**(r-1):128;e[0]=e[0]|n}return e}function d(n,t=1n){if(n<=t)throw new RangeError("Arguments MUST be: max > min");const r=n-t,o=e(r);let i;do{i=a(m(o))}while(i>r);return i+t}let b=!1;function l(n,t=16,e=!1){if("number"==typeof n&&(n=BigInt(n)),n<0n)throw RangeError("w MUST be >= 0");return new Promise(((e,r)=>{const o=new Worker(h());o.onmessage=n=>{void 0!==n?.data?._bcu?.isPrime&&(o.terminate(),e(n.data._bcu.isPrime))},o.onmessageerror=n=>{r(n)};const i={_bcu:{rnd:n,iterations:t,id:0}};o.postMessage(i)}))}function w(n,t){if(2n===n)return!0;if(0n===(1n&n)||1n===n)return!1;const e=[3n,5n,7n,11n,13n,17n,19n,23n,29n,31n,37n,41n,43n,47n,53n,59n,61n,67n,71n,73n,79n,83n,89n,97n,101n,103n,107n,109n,113n,127n,131n,137n,139n,149n,151n,157n,163n,167n,173n,179n,181n,191n,193n,197n,199n,211n,223n,227n,229n,233n,239n,241n,251n,257n,263n,269n,271n,277n,281n,283n,293n,307n,311n,313n,317n,331n,337n,347n,349n,353n,359n,367n,373n,379n,383n,389n,397n,401n,409n,419n,421n,431n,433n,439n,443n,449n,457n,461n,463n,467n,479n,487n,491n,499n,503n,509n,521n,523n,541n,547n,557n,563n,569n,571n,577n,587n,593n,599n,601n,607n,613n,617n,619n,631n,641n,643n,647n,653n,659n,661n,673n,677n,683n,691n,701n,709n,719n,727n,733n,739n,743n,751n,757n,761n,769n,773n,787n,797n,809n,811n,821n,823n,827n,829n,839n,853n,857n,859n,863n,877n,881n,883n,887n,907n,911n,919n,929n,937n,941n,947n,953n,967n,971n,977n,983n,991n,997n,1009n,1013n,1019n,1021n,1031n,1033n,1039n,1049n,1051n,1061n,1063n,1069n,1087n,1091n,1093n,1097n,1103n,1109n,1117n,1123n,1129n,1151n,1153n,1163n,1171n,1181n,1187n,1193n,1201n,1213n,1217n,1223n,1229n,1231n,1237n,1249n,1259n,1277n,1279n,1283n,1289n,1291n,1297n,1301n,1303n,1307n,1319n,1321n,1327n,1361n,1367n,1373n,1381n,1399n,1409n,1423n,1427n,1429n,1433n,1439n,1447n,1451n,1453n,1459n,1471n,1481n,1483n,1487n,1489n,1493n,1499n,1511n,1523n,1531n,1543n,1549n,1553n,1559n,1567n,1571n,1579n,1583n,1597n];for(let t=0;t<e.length&&e[t]<=n;t++){const r=e[t];if(n===r)return!0;if(n%r===0n)return!1}let r=0n;const o=n-1n;let i=o;for(;i%2n===0n;)i/=2n,++r;const s=o/2n**r;do{let t=u(d(o,2n),s,n);if(1n===t||t===o)continue;let e=1;for(;e<r&&(t=u(t,2n,n),t!==o);){if(1n===t)return!1;e++}if(t!==o)return!1}while(0!=--t);return!0}function h(){let n=`\n 'use strict';\n const ${r.name} = ${r.toString()};\n const ${s.name} = ${s.toString()};\n const ${u.name} = ${u.toString()};\n const ${i.name} = ${i.toString()};\n const ${m.name} = ${m.toString()};\n const ${f.name} = ${f.toString()};\n const ${d.name} = ${d.toString()};\n const ${l.name} = ${w.toString()};\n ${e.toString()};\n ${a.toString()};`;return n+=`\n onmessage = async function(msg) {\n if (msg !== undefined && msg.data !== undefined && msg.data._bcu !== undefined && msg.data._bcu.id !== undefined && msg.data._bcu.iterations !== undefined && msg.data._bcu.rnd !== undefined) {\n const msgToParent = {\n _bcu: {\n isPrime: await ${l.name}(msg.data._bcu.rnd, msg.data._bcu.iterations),\n value: msg.data._bcu.rnd,\n id: msg.data._bcu.id\n }\n };\n postMessage(msgToParent);\n }\n }`,function(n){n=`(() => {${n}})()`;const t=new Blob([n],{type:"text/javascript"});return window.URL.createObjectURL(t)}(n)}return void 0!==self.Worker&&(b=!0),n.abs=t,n.bitLength=e,n.eGcd=r,n.gcd=o,n.isProbablyPrime=l,n.lcm=function(n,e){return"number"==typeof n&&(n=BigInt(n)),"number"==typeof e&&(e=BigInt(e)),0n===n&&0n===e?BigInt(0):t(n/o(n,e)*e)},n.max=function(n,t){return n>=t?n:t},n.min=function(n,t){return n>=t?t:n},n.modInv=s,n.modPow=u,n.prime=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");if(!b){let e=0n;do{e=a(m(n,!0))}while(!w(e,t));return new Promise((n=>{n(e)}))}return new Promise(((e,r)=>{const o=[],i=(r,i)=>{if(r._bcu.isPrime){for(let n=0;n<o.length;n++)o[n].terminate();for(;o.length>0;)o.pop();e(r._bcu.value)}else{const e=a(m(n,!0));try{const n={_bcu:{rnd:e,iterations:t,id:r._bcu.id}};i.postMessage(n)}catch(n){}}};{const n=h();for(let t=0;t<self.navigator.hardwareConcurrency-1;t++){const t=new Worker(n);t.onmessage=n=>i(n.data,t),o.push(t)}}for(let e=0;e<o.length;e++)g(n,!0).then((function(n){const r=a(n);o[e].postMessage({_bcu:{rnd:r,iterations:t,id:e}})})).catch(r)}))},n.primeSync=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");let e=0n;do{e=a(m(n,!0))}while(!w(e,t));return e},n.randBetween=d,n.randBits=g,n.randBitsSync=m,n.randBytes=c,n.randBytesSync=f,n.toZn=i,n}({}); |
@@ -1,1 +0,1 @@ | ||
!function(n,t){"object"==typeof exports&&"undefined"!=typeof module?t(exports):"function"==typeof define&&define.amd?define(["exports"],t):t((n="undefined"!=typeof globalThis?globalThis:n||self).bigintCryptoUtils={})}(this,(function(n){"use strict";function t(n){return n>=0?n:-n}function e(n){if("number"==typeof n&&(n=BigInt(n)),1n===n)return 1;let t=1;do{t++}while((n>>=1n)>1n);return t}function r(n,t){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof t&&(t=BigInt(t)),n<=0n||t<=0n)throw new RangeError("a and b MUST be > 0");let e=0n,r=1n,o=1n,i=0n;for(;0n!==n;){const s=t/n,u=t%n,f=e-o*s,a=r-i*s;t=n,n=u,e=o,r=i,o=f,i=a}return{g:t,x:e,y:r}}function o(n,e){let r="number"==typeof n?BigInt(t(n)):t(n),o="number"==typeof e?BigInt(t(e)):t(e);if(0n===r)return o;if(0n===o)return r;let i=0n;for(;0n===(1n&(r|o));)r>>=1n,o>>=1n,i++;for(;0n===(1n&r);)r>>=1n;do{for(;0n===(1n&o);)o>>=1n;if(r>o){const n=r;r=o,o=n}o-=r}while(0n!==o);return r<<i}function i(n,t){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof t&&(t=BigInt(t)),t<=0n)throw new RangeError("n must be > 0");const e=n%t;return e<0n?e+t:e}function s(n,t){const e=r(i(n,t),t);if(1n!==e.g)throw new RangeError(`${n.toString()} does not have inverse modulo ${t.toString()}`);return i(e.x,t)}function u(n,e,r){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof e&&(e=BigInt(e)),"number"==typeof r&&(r=BigInt(r)),r<=0n)throw new RangeError("n must be > 0");if(1n===r)return 0n;if(n=i(n,r),e<0n)return s(u(n,t(e),r),r);let o=1n;for(;e>0;)e%2n===1n&&(o=o*n%r),e/=2n,n=n**2n%r;return o}function f(n){let t=0n;for(const e of n.values()){t=(t<<8n)+BigInt(e)}return t}function a(n,t=!1){if(n<1)throw new RangeError("byteLength MUST be > 0");return new Promise((function(e,r){{const r=new Uint8Array(n);if(n<=65536)self.crypto.getRandomValues(r);else for(let t=0;t<Math.ceil(n/65536);t++){const e=65536*t,o=e+65535<n?e+65535:n-1;self.crypto.getRandomValues(r.subarray(e,o))}t&&(r[0]=128|r[0]),e(r)}}))}function c(n,t=!1){if(n<1)throw new RangeError("byteLength MUST be > 0");{const e=new Uint8Array(n);if(n<=65536)self.crypto.getRandomValues(e);else for(let t=0;t<Math.ceil(n/65536);t++){const r=65536*t,o=r+65535<n?r+65535:n-1;self.crypto.getRandomValues(e.subarray(r,o))}return t&&(e[0]=128|e[0]),e}}function g(n,t=!1){if(n<1)throw new RangeError("bitLength MUST be > 0");const e=Math.ceil(n/8),r=n%8;return new Promise(((n,o)=>{a(e,!1).then((function(e){if(0!==r&&(e[0]=e[0]&2**r-1),t){const n=0!==r?2**(r-1):128;e[0]=e[0]|n}n(e)}))}))}function d(n,t=!1){if(n<1)throw new RangeError("bitLength MUST be > 0");const e=c(Math.ceil(n/8),!1),r=n%8;if(0!==r&&(e[0]=e[0]&2**r-1),t){const n=0!==r?2**(r-1):128;e[0]=e[0]|n}return e}function m(n,t=1n){if(n<=t)throw new RangeError("Arguments MUST be: max > min");const r=n-t,o=e(r);let i;do{i=f(d(o))}while(i>r);return i+t}let l=!1;function b(n,t=16,e=!1){if("number"==typeof n&&(n=BigInt(n)),n<0n)throw RangeError("w MUST be >= 0");return new Promise(((e,r)=>{const o=new Worker(h());o.onmessage=n=>{void 0!==n?.data?._bcu?.isPrime&&(o.terminate(),e(n.data._bcu.isPrime))},o.onmessageerror=n=>{r(n)};const i={_bcu:{rnd:n,iterations:t,id:0}};o.postMessage(i)}))}function w(n,t){if(2n===n)return!0;if(0n===(1n&n)||1n===n)return!1;const e=[3n,5n,7n,11n,13n,17n,19n,23n,29n,31n,37n,41n,43n,47n,53n,59n,61n,67n,71n,73n,79n,83n,89n,97n,101n,103n,107n,109n,113n,127n,131n,137n,139n,149n,151n,157n,163n,167n,173n,179n,181n,191n,193n,197n,199n,211n,223n,227n,229n,233n,239n,241n,251n,257n,263n,269n,271n,277n,281n,283n,293n,307n,311n,313n,317n,331n,337n,347n,349n,353n,359n,367n,373n,379n,383n,389n,397n,401n,409n,419n,421n,431n,433n,439n,443n,449n,457n,461n,463n,467n,479n,487n,491n,499n,503n,509n,521n,523n,541n,547n,557n,563n,569n,571n,577n,587n,593n,599n,601n,607n,613n,617n,619n,631n,641n,643n,647n,653n,659n,661n,673n,677n,683n,691n,701n,709n,719n,727n,733n,739n,743n,751n,757n,761n,769n,773n,787n,797n,809n,811n,821n,823n,827n,829n,839n,853n,857n,859n,863n,877n,881n,883n,887n,907n,911n,919n,929n,937n,941n,947n,953n,967n,971n,977n,983n,991n,997n,1009n,1013n,1019n,1021n,1031n,1033n,1039n,1049n,1051n,1061n,1063n,1069n,1087n,1091n,1093n,1097n,1103n,1109n,1117n,1123n,1129n,1151n,1153n,1163n,1171n,1181n,1187n,1193n,1201n,1213n,1217n,1223n,1229n,1231n,1237n,1249n,1259n,1277n,1279n,1283n,1289n,1291n,1297n,1301n,1303n,1307n,1319n,1321n,1327n,1361n,1367n,1373n,1381n,1399n,1409n,1423n,1427n,1429n,1433n,1439n,1447n,1451n,1453n,1459n,1471n,1481n,1483n,1487n,1489n,1493n,1499n,1511n,1523n,1531n,1543n,1549n,1553n,1559n,1567n,1571n,1579n,1583n,1597n];for(let t=0;t<e.length&&e[t]<=n;t++){const r=e[t];if(n===r)return!0;if(n%r===0n)return!1}let r=0n;const o=n-1n;let i=o;for(;i%2n===0n;)i/=2n,++r;const s=o/2n**r;do{let t=u(m(o,2n),s,n);if(1n===t||t===o)continue;let e=1;for(;e<r&&(t=u(t,2n,n),t!==o);){if(1n===t)return!1;e++}if(t!==o)return!1}while(0!=--t);return!0}function h(){let n=`\n 'use strict';\n const ${r.name} = ${r.toString()};\n const ${s.name} = ${s.toString()};\n const ${u.name} = ${u.toString()};\n const ${i.name} = ${i.toString()};\n const ${d.name} = ${d.toString()};\n const ${c.name} = ${c.toString()};\n const ${m.name} = ${m.toString()};\n const ${b.name} = ${w.toString()};\n ${e.toString()};\n ${f.toString()};`;return n+=`\n onmessage = async function(msg) {\n if (msg !== undefined && msg.data !== undefined && msg.data._bcu !== undefined && msg.data._bcu.id !== undefined && msg.data._bcu.iterations !== undefined && msg.data._bcu.rnd !== undefined) {\n const msgToParent = {\n _bcu: {\n isPrime: await ${b.name}(msg.data._bcu.rnd, msg.data._bcu.iterations),\n value: msg.data._bcu.rnd,\n id: msg.data._bcu.id\n }\n };\n postMessage(msgToParent);\n }\n }`,function(n){n=`(() => {${n}})()`;const t=new Blob([n],{type:"text/javascript"});return window.URL.createObjectURL(t)}(n)}void 0!==self.Worker&&(l=!0),n.abs=t,n.bitLength=e,n.eGcd=r,n.gcd=o,n.isProbablyPrime=b,n.lcm=function(n,e){return"number"==typeof n&&(n=BigInt(n)),"number"==typeof e&&(e=BigInt(e)),0n===n&&0n===e?BigInt(0):t(n/o(n,e)*e)},n.max=function(n,t){return n>=t?n:t},n.min=function(n,t){return n>=t?t:n},n.modInv=s,n.modPow=u,n.prime=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");if(!l){let e=0n;do{e=f(d(n,!0))}while(!w(e,t));return new Promise((n=>{n(e)}))}return new Promise(((e,r)=>{const o=[],i=(r,i)=>{if(r._bcu.isPrime){for(let n=0;n<o.length;n++)o[n].terminate();for(;o.length>0;)o.pop();e(r._bcu.value)}else{const e=f(d(n,!0));try{const n={_bcu:{rnd:e,iterations:t,id:r._bcu.id}};i.postMessage(n)}catch(n){}}};{const n=h();for(let t=0;t<self.navigator.hardwareConcurrency-1;t++){const t=new Worker(n);t.onmessage=n=>i(n.data,t),o.push(t)}}for(let e=0;e<o.length;e++)g(n,!0).then((function(n){const r=f(n);o[e].postMessage({_bcu:{rnd:r,iterations:t,id:e}})})).catch(r)}))},n.primeSync=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");let e=0n;do{e=f(d(n,!0))}while(!w(e,t));return e},n.randBetween=m,n.randBits=g,n.randBitsSync=d,n.randBytes=a,n.randBytesSync=c,n.toZn=i,Object.defineProperty(n,"__esModule",{value:!0})})); | ||
!function(n,t){"object"==typeof exports&&"undefined"!=typeof module?t(exports):"function"==typeof define&&define.amd?define(["exports"],t):t((n="undefined"!=typeof globalThis?globalThis:n||self).bigintCryptoUtils={})}(this,(function(n){"use strict";function t(n){return n>=0?n:-n}function e(n){if("number"==typeof n&&(n=BigInt(n)),1n===n)return 1;let t=1;do{t++}while((n>>=1n)>1n);return t}function r(n,t){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof t&&(t=BigInt(t)),n<=0n||t<=0n)throw new RangeError("a and b MUST be > 0");let e=0n,r=1n,o=1n,i=0n;for(;0n!==n;){const s=t/n,u=t%n,f=e-o*s,a=r-i*s;t=n,n=u,e=o,r=i,o=f,i=a}return{g:t,x:e,y:r}}function o(n,e){let r="number"==typeof n?BigInt(t(n)):t(n),o="number"==typeof e?BigInt(t(e)):t(e);if(0n===r)return o;if(0n===o)return r;let i=0n;for(;0n===(1n&(r|o));)r>>=1n,o>>=1n,i++;for(;0n===(1n&r);)r>>=1n;do{for(;0n===(1n&o);)o>>=1n;if(r>o){const n=r;r=o,o=n}o-=r}while(0n!==o);return r<<i}function i(n,t){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof t&&(t=BigInt(t)),t<=0n)throw new RangeError("n must be > 0");const e=n%t;return e<0n?e+t:e}function s(n,t){const e=r(i(n,t),t);if(1n!==e.g)throw new RangeError(`${n.toString()} does not have inverse modulo ${t.toString()}`);return i(e.x,t)}function u(n,e,r){if("number"==typeof n&&(n=BigInt(n)),"number"==typeof e&&(e=BigInt(e)),"number"==typeof r&&(r=BigInt(r)),r<=0n)throw new RangeError("n must be > 0");if(1n===r)return 0n;if(n=i(n,r),e<0n)return s(u(n,t(e),r),r);let o=1n;for(;e>0;)e%2n===1n&&(o=o*n%r),e/=2n,n=n**2n%r;return o}function f(n){let t=0n;for(const e of n.values()){t=(t<<8n)+BigInt(e)}return t}function a(n,t=!1){if(n<1)throw new RangeError("byteLength MUST be > 0");return new Promise((function(e,r){{const r=new Uint8Array(n);if(n<=65536)self.crypto.getRandomValues(r);else for(let t=0;t<Math.ceil(n/65536);t++){const e=65536*t,o=e+65535<n?e+65535:n-1;self.crypto.getRandomValues(r.subarray(e,o))}t&&(r[0]=128|r[0]),e(r)}}))}function c(n,t=!1){if(n<1)throw new RangeError("byteLength MUST be > 0");{const e=new Uint8Array(n);if(n<=65536)self.crypto.getRandomValues(e);else for(let t=0;t<Math.ceil(n/65536);t++){const r=65536*t,o=r+65535<n?r+65535:n-1;self.crypto.getRandomValues(e.subarray(r,o))}return t&&(e[0]=128|e[0]),e}}function g(n,t=!1){if(n<1)throw new RangeError("bitLength MUST be > 0");const e=Math.ceil(n/8),r=n%8;return new Promise(((n,o)=>{a(e,!1).then((function(e){if(0!==r&&(e[0]=e[0]&2**r-1),t){const n=0!==r?2**(r-1):128;e[0]=e[0]|n}n(e)}))}))}function d(n,t=!1){if(n<1)throw new RangeError("bitLength MUST be > 0");const e=c(Math.ceil(n/8),!1),r=n%8;if(0!==r&&(e[0]=e[0]&2**r-1),t){const n=0!==r?2**(r-1):128;e[0]=e[0]|n}return e}function m(n,t=1n){if(n<=t)throw new RangeError("Arguments MUST be: max > min");const r=n-t,o=e(r);let i;do{i=f(d(o))}while(i>r);return i+t}let l=!1;function b(n,t=16,e=!1){if("number"==typeof n&&(n=BigInt(n)),n<0n)throw RangeError("w MUST be >= 0");return new Promise(((e,r)=>{const o=new Worker(h());o.onmessage=n=>{void 0!==n?.data?._bcu?.isPrime&&(o.terminate(),e(n.data._bcu.isPrime))},o.onmessageerror=n=>{r(n)};const i={_bcu:{rnd:n,iterations:t,id:0}};o.postMessage(i)}))}function w(n,t){if(2n===n)return!0;if(0n===(1n&n)||1n===n)return!1;const e=[3n,5n,7n,11n,13n,17n,19n,23n,29n,31n,37n,41n,43n,47n,53n,59n,61n,67n,71n,73n,79n,83n,89n,97n,101n,103n,107n,109n,113n,127n,131n,137n,139n,149n,151n,157n,163n,167n,173n,179n,181n,191n,193n,197n,199n,211n,223n,227n,229n,233n,239n,241n,251n,257n,263n,269n,271n,277n,281n,283n,293n,307n,311n,313n,317n,331n,337n,347n,349n,353n,359n,367n,373n,379n,383n,389n,397n,401n,409n,419n,421n,431n,433n,439n,443n,449n,457n,461n,463n,467n,479n,487n,491n,499n,503n,509n,521n,523n,541n,547n,557n,563n,569n,571n,577n,587n,593n,599n,601n,607n,613n,617n,619n,631n,641n,643n,647n,653n,659n,661n,673n,677n,683n,691n,701n,709n,719n,727n,733n,739n,743n,751n,757n,761n,769n,773n,787n,797n,809n,811n,821n,823n,827n,829n,839n,853n,857n,859n,863n,877n,881n,883n,887n,907n,911n,919n,929n,937n,941n,947n,953n,967n,971n,977n,983n,991n,997n,1009n,1013n,1019n,1021n,1031n,1033n,1039n,1049n,1051n,1061n,1063n,1069n,1087n,1091n,1093n,1097n,1103n,1109n,1117n,1123n,1129n,1151n,1153n,1163n,1171n,1181n,1187n,1193n,1201n,1213n,1217n,1223n,1229n,1231n,1237n,1249n,1259n,1277n,1279n,1283n,1289n,1291n,1297n,1301n,1303n,1307n,1319n,1321n,1327n,1361n,1367n,1373n,1381n,1399n,1409n,1423n,1427n,1429n,1433n,1439n,1447n,1451n,1453n,1459n,1471n,1481n,1483n,1487n,1489n,1493n,1499n,1511n,1523n,1531n,1543n,1549n,1553n,1559n,1567n,1571n,1579n,1583n,1597n];for(let t=0;t<e.length&&e[t]<=n;t++){const r=e[t];if(n===r)return!0;if(n%r===0n)return!1}let r=0n;const o=n-1n;let i=o;for(;i%2n===0n;)i/=2n,++r;const s=o/2n**r;do{let t=u(m(o,2n),s,n);if(1n===t||t===o)continue;let e=1;for(;e<r&&(t=u(t,2n,n),t!==o);){if(1n===t)return!1;e++}if(t!==o)return!1}while(0!=--t);return!0}function h(){let n=`\n 'use strict';\n const ${r.name} = ${r.toString()};\n const ${s.name} = ${s.toString()};\n const ${u.name} = ${u.toString()};\n const ${i.name} = ${i.toString()};\n const ${d.name} = ${d.toString()};\n const ${c.name} = ${c.toString()};\n const ${m.name} = ${m.toString()};\n const ${b.name} = ${w.toString()};\n ${e.toString()};\n ${f.toString()};`;return n+=`\n onmessage = async function(msg) {\n if (msg !== undefined && msg.data !== undefined && msg.data._bcu !== undefined && msg.data._bcu.id !== undefined && msg.data._bcu.iterations !== undefined && msg.data._bcu.rnd !== undefined) {\n const msgToParent = {\n _bcu: {\n isPrime: await ${b.name}(msg.data._bcu.rnd, msg.data._bcu.iterations),\n value: msg.data._bcu.rnd,\n id: msg.data._bcu.id\n }\n };\n postMessage(msgToParent);\n }\n }`,function(n){n=`(() => {${n}})()`;const t=new Blob([n],{type:"text/javascript"});return window.URL.createObjectURL(t)}(n)}void 0!==self.Worker&&(l=!0),n.abs=t,n.bitLength=e,n.eGcd=r,n.gcd=o,n.isProbablyPrime=b,n.lcm=function(n,e){return"number"==typeof n&&(n=BigInt(n)),"number"==typeof e&&(e=BigInt(e)),0n===n&&0n===e?BigInt(0):t(n/o(n,e)*e)},n.max=function(n,t){return n>=t?n:t},n.min=function(n,t){return n>=t?t:n},n.modInv=s,n.modPow=u,n.prime=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");if(!l){let e=0n;do{e=f(d(n,!0))}while(!w(e,t));return new Promise((n=>{n(e)}))}return new Promise(((e,r)=>{const o=[],i=(r,i)=>{if(r._bcu.isPrime){for(let n=0;n<o.length;n++)o[n].terminate();for(;o.length>0;)o.pop();e(r._bcu.value)}else{const e=f(d(n,!0));try{const n={_bcu:{rnd:e,iterations:t,id:r._bcu.id}};i.postMessage(n)}catch(n){}}};{const n=h();for(let t=0;t<self.navigator.hardwareConcurrency-1;t++){const t=new Worker(n);t.onmessage=n=>i(n.data,t),o.push(t)}}for(let e=0;e<o.length;e++)g(n,!0).then((function(n){const r=f(n);o[e].postMessage({_bcu:{rnd:r,iterations:t,id:e}})})).catch(r)}))},n.primeSync=function(n,t=16){if(n<1)throw new RangeError("bitLength MUST be > 0");let e=0n;do{e=f(d(n,!0))}while(!w(e,t));return e},n.randBetween=m,n.randBits=g,n.randBitsSync=d,n.randBytes=a,n.randBytesSync=c,n.toZn=i})); |
@@ -1,8 +0,1 @@ | ||
/** | ||
* Absolute value. abs(a)==a if a>=0. abs(a)==-a if a<0 | ||
* | ||
* @param a | ||
* | ||
* @returns The absolute value of a | ||
*/ | ||
function abs(a) { | ||
@@ -12,8 +5,2 @@ return (a >= 0) ? a : -a; | ||
/** | ||
* Returns the (minimum) length of a number expressed in bits. | ||
* | ||
* @param a | ||
* @returns The bit length | ||
*/ | ||
function bitLength(a) { | ||
@@ -32,13 +19,2 @@ if (typeof a === 'number') | ||
/** | ||
* An iterative implementation of the extended euclidean algorithm or extended greatest common divisor algorithm. | ||
* Take positive integers a, b as input, and return a triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @throws {@link RangeError} if a or b are <= 0 | ||
* | ||
* @returns A triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
*/ | ||
function eGcd(a, b) { | ||
@@ -50,3 +26,3 @@ if (typeof a === 'number') | ||
if (a <= 0n || b <= 0n) | ||
throw new RangeError('a and b MUST be > 0'); // a and b MUST be positive | ||
throw new RangeError('a and b MUST be > 0'); | ||
let x = 0n; | ||
@@ -70,15 +46,7 @@ let y = 1n; | ||
g: b, | ||
x: x, | ||
y: y | ||
x, | ||
y | ||
}; | ||
} | ||
/** | ||
* Greatest common divisor of two integers based on the iterative binary algorithm. | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns The greatest common divisor of a and b | ||
*/ | ||
function gcd(a, b) { | ||
@@ -111,13 +79,5 @@ let aAbs = (typeof a === 'number') ? BigInt(abs(a)) : abs(a); | ||
} while (bAbs !== 0n); | ||
// rescale | ||
return aAbs << shift; | ||
} | ||
/** | ||
* The least common multiple computed as abs(a*b)/gcd(a,b) | ||
* @param a | ||
* @param b | ||
* | ||
* @returns The least common multiple of a and b | ||
*/ | ||
function lcm(a, b) { | ||
@@ -130,14 +90,5 @@ if (typeof a === 'number') | ||
return BigInt(0); | ||
// return abs(a * b) as bigint / gcd(a, b) | ||
return abs((a / gcd(a, b)) * b); | ||
} | ||
/** | ||
* Maximum. max(a,b)==a if a>=b. max(a,b)==b if a<b | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns Maximum of numbers a and b | ||
*/ | ||
function max(a, b) { | ||
@@ -147,10 +98,2 @@ return (a >= b) ? a : b; | ||
/** | ||
* Minimum. min(a,b)==b if a>=b. min(a,b)==a if a<b | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns Minimum of numbers a and b | ||
*/ | ||
function min(a, b) { | ||
@@ -160,15 +103,2 @@ return (a >= b) ? b : a; | ||
/** | ||
* Finds the smallest positive element that is congruent to a in modulo n | ||
* | ||
* @remarks | ||
* a and b must be the same type, either number or bigint | ||
* | ||
* @param a - An integer | ||
* @param n - The modulo | ||
* | ||
* @throws {@link RangeError} if n <= 0 | ||
* | ||
* @returns A bigint with the smallest positive representation of a modulo n | ||
*/ | ||
function toZn(a, n) { | ||
@@ -186,16 +116,6 @@ if (typeof a === 'number') | ||
/** | ||
* Modular inverse. | ||
* | ||
* @param a The number to find an inverse for | ||
* @param n The modulo | ||
* | ||
* @throws {@link RangeError} if a does not have inverse modulo n | ||
* | ||
* @returns The inverse modulo n | ||
*/ | ||
function modInv(a, n) { | ||
const egcd = eGcd(toZn(a, n), n); | ||
if (egcd.g !== 1n) { | ||
throw new RangeError(`${a.toString()} does not have inverse modulo ${n.toString()}`); // modular inverse does not exist | ||
throw new RangeError(`${a.toString()} does not have inverse modulo ${n.toString()}`); | ||
} | ||
@@ -207,13 +127,2 @@ else { | ||
/** | ||
* Modular exponentiation b**e mod n. Currently using the right-to-left binary method | ||
* | ||
* @param b base | ||
* @param e exponent | ||
* @param n modulo | ||
* | ||
* @throws {@link RangeError} if n <= 0 | ||
* | ||
* @returns b**e mod n | ||
*/ | ||
function modPow(b, e, n) { | ||
@@ -256,12 +165,2 @@ if (typeof b === 'number') | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomBytes() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
function randBytes(byteLength, forceLength = false) { | ||
@@ -271,5 +170,4 @@ if (byteLength < 1) | ||
return new Promise(function (resolve, reject) { | ||
{ // browser | ||
{ | ||
const buf = new Uint8Array(byteLength); | ||
// the maximum number of bytes of entropy available via self.crypto.getRandomValues is 65536 | ||
if (byteLength <= 65536) { | ||
@@ -285,3 +183,2 @@ self.crypto.getRandomValues(buf); | ||
} | ||
// If fixed length is required we put the first bit to 1 -> to get the necessary bitLength | ||
if (forceLength) | ||
@@ -293,20 +190,7 @@ buf[0] = buf[0] | 128; | ||
} | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* This is the synchronous version, consider using the asynchronous one for improved efficiency. | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
function randBytesSync(byteLength, forceLength = false) { | ||
if (byteLength < 1) | ||
throw new RangeError('byteLength MUST be > 0'); | ||
/* eslint-disable no-lone-blocks */ | ||
{ // browser | ||
{ | ||
const buf = new Uint8Array(byteLength); | ||
// the maximum number of bytes of entropy available via self.crypto.getRandomValues is 65536 | ||
if (byteLength <= 65536) { | ||
@@ -322,3 +206,2 @@ self.crypto.getRandomValues(buf); | ||
} | ||
// If fixed length is required we put the first bit to 1 -> to get the necessary bitLength | ||
if (forceLength) | ||
@@ -328,15 +211,4 @@ buf[0] = buf[0] | 128; | ||
} | ||
/* eslint-enable no-lone-blocks */ | ||
} | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
function randBits(bitLength, forceLength = false) { | ||
@@ -350,3 +222,2 @@ if (bitLength < 1) | ||
if (bitLengthMod8 !== 0) { | ||
// Fill with 0's the extra bits | ||
rndBytes[0] = rndBytes[0] & (2 ** bitLengthMod8 - 1); | ||
@@ -362,11 +233,2 @@ } | ||
} | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Uint8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
function randBitsSync(bitLength, forceLength = false) { | ||
@@ -379,3 +241,2 @@ if (bitLength < 1) | ||
if (bitLengthMod8 !== 0) { | ||
// Fill with 0's the extra bits | ||
rndBytes[0] = rndBytes[0] & (2 ** bitLengthMod8 - 1); | ||
@@ -390,11 +251,2 @@ } | ||
/** | ||
* Returns a cryptographically secure random integer between [min,max]. | ||
* @param max Returned value will be <= max | ||
* @param min Returned value will be >= min | ||
* | ||
* @throws {@link RangeError} if max <= min | ||
* | ||
* @returns A cryptographically secure random bigint between [min,max] | ||
*/ | ||
function randBetween(max, min = 1n) { | ||
@@ -414,9 +266,8 @@ if (max <= min) | ||
function _workerUrl(workerCode) { | ||
workerCode = `(() => {${workerCode}})()`; // encapsulate IIFE | ||
workerCode = `(() => {${workerCode}})()`; | ||
const _blob = new Blob([workerCode], { type: 'text/javascript' }); | ||
return window.URL.createObjectURL(_blob); | ||
} | ||
let _useWorkers = false; // The following is just to check whether we can use workers | ||
/* eslint-disable no-lone-blocks */ | ||
{ // Native JS | ||
let _useWorkers = false; | ||
{ | ||
if (self.Worker !== undefined) | ||
@@ -426,14 +277,2 @@ _useWorkers = true; | ||
/** | ||
* The test first tries if any of the first 250 small primes are a factor of the input number and then passes several | ||
* iterations of Miller-Rabin Probabilistic Primality Test (FIPS 186-4 C.3.1) | ||
* | ||
* @param w - A positive integer to be tested for primality | ||
* @param iterations - The number of iterations for the primality test. The value shall be consistent with Table C.1, C.2 or C.3 of FIPS 186-4 | ||
* @param disableWorkers - Disable the use of workers for the primality test | ||
* | ||
* @throws {@link RangeError} if w<0 | ||
* | ||
* @returns A promise that resolves to a boolean that is either true (a probably prime number) or false (definitely composite) | ||
*/ | ||
function isProbablyPrime(w, iterations = 16, disableWorkers = false) { | ||
@@ -445,3 +284,3 @@ if (typeof w === 'number') { | ||
throw RangeError('w MUST be >= 0'); | ||
{ // browser | ||
{ | ||
return new Promise((resolve, reject) => { | ||
@@ -461,3 +300,3 @@ const worker = new Worker(_isProbablyPrimeWorkerUrl()); | ||
rnd: w, | ||
iterations: iterations, | ||
iterations, | ||
id: 0 | ||
@@ -471,6 +310,2 @@ } | ||
function _isProbablyPrime(w, iterations) { | ||
/* | ||
PREFILTERING. Even values but 2 are not primes, so don't test. | ||
1 is not a prime and the M-R algorithm needs w>1. | ||
*/ | ||
if (w === 2n) | ||
@@ -480,5 +315,2 @@ return true; | ||
return false; | ||
/* | ||
Test if any of the first 250 small primes are a factor of w. 2 is not tested because it was already tested above. | ||
*/ | ||
const firstPrimes = [ | ||
@@ -743,21 +575,2 @@ 3n, | ||
} | ||
/* | ||
1. Let a be the largest integer such that 2**a divides w−1. | ||
2. m = (w−1) / 2**a. | ||
3. wlen = len (w). | ||
4. For i = 1 to iterations do | ||
4.1 Obtain a string b of wlen bits from an RBG. | ||
Comment: Ensure that 1 < b < w−1. | ||
4.2 If ((b ≤ 1) or (b ≥ w−1)), then go to step 4.1. | ||
4.3 z = b**m mod w. | ||
4.4 If ((z = 1) or (z = w − 1)), then go to step 4.7. | ||
4.5 For j = 1 to a − 1 do. | ||
4.5.1 z = z**2 mod w. | ||
4.5.2 If (z = w−1), then go to step 4.7. | ||
4.5.3 If (z = 1), then go to step 4.6. | ||
4.6 Return COMPOSITE. | ||
4.7 Continue. | ||
Comment: Increment i for the do-loop in step 4. | ||
5. Return PROBABLY PRIME. | ||
*/ | ||
let a = 0n; | ||
@@ -791,3 +604,2 @@ const d = w - 1n; | ||
function _isProbablyPrimeWorkerUrl() { | ||
// Let's us first add all the required functions | ||
let workerCode = ` | ||
@@ -821,21 +633,6 @@ 'use strict'; | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The browser version uses web workers to parallelise prime look up. Therefore, it does not lock the UI | ||
* main process, and it can be much faster (if several cores or cpu are available). | ||
* The node version can also use worker_threads if they are available (enabled by default with Node 11 and | ||
* and can be enabled at runtime executing node --experimental-worker with node >=10.5.0). | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A promise that resolves to a bigint probable prime of bitLength bits. | ||
*/ | ||
function prime(bitLength, iterations = 16) { | ||
if (bitLength < 1) | ||
throw new RangeError('bitLength MUST be > 0'); | ||
/* c8 ignore start */ | ||
if (!_useWorkers) { // If there is no support for workers | ||
if (!_useWorkers) { | ||
let rnd = 0n; | ||
@@ -847,3 +644,2 @@ do { | ||
} | ||
/* c8 ignore stop */ | ||
return new Promise((resolve, reject) => { | ||
@@ -853,5 +649,4 @@ const workerList = []; | ||
if (msg._bcu.isPrime) { | ||
// if a prime number has been found, stop all the workers, and return it | ||
for (let j = 0; j < workerList.length; j++) { | ||
workerList[j].terminate(); // eslint-disable-line @typescript-eslint/no-floating-promises | ||
workerList[j].terminate(); | ||
} | ||
@@ -863,3 +658,3 @@ while (workerList.length > 0) { | ||
} | ||
else { // if a composite is found, make the worker test another random number | ||
else { | ||
const buf = randBitsSync(bitLength, true); | ||
@@ -870,4 +665,4 @@ const rnd = fromBuffer(buf); | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
rnd, | ||
iterations, | ||
id: msg._bcu.id | ||
@@ -879,7 +674,6 @@ } | ||
catch (error) { | ||
// The worker has already terminated. There is nothing to handle here | ||
} | ||
} | ||
}; | ||
{ // browser | ||
{ | ||
const workerURL = _isProbablyPrimeWorkerUrl(); | ||
@@ -897,4 +691,4 @@ for (let i = 0; i < self.navigator.hardwareConcurrency - 1; i++) { | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
rnd, | ||
iterations, | ||
id: i | ||
@@ -907,13 +701,2 @@ } | ||
} | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The sync version is NOT RECOMMENDED since it won't use workers and thus it'll be slower and may freeze thw window in browser's javascript. Please consider using prime() instead. | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A bigint probable prime of bitLength bits. | ||
*/ | ||
function primeSync(bitLength, iterations = 16) { | ||
@@ -930,2 +713,2 @@ if (bitLength < 1) | ||
export { abs, bitLength, eGcd, gcd, isProbablyPrime, lcm, max, min, modInv, modPow, prime, primeSync, randBetween, randBits, randBitsSync, randBytes, randBytesSync, toZn }; | ||
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|
@@ -1,885 +0,2 @@ | ||
/** | ||
* Absolute value. abs(a)==a if a>=0. abs(a)==-a if a<0 | ||
* | ||
* @param a | ||
* | ||
* @returns The absolute value of a | ||
*/ | ||
function abs(a) { | ||
return (a >= 0) ? a : -a; | ||
} | ||
/** | ||
* Returns the (minimum) length of a number expressed in bits. | ||
* | ||
* @param a | ||
* @returns The bit length | ||
*/ | ||
function bitLength(a) { | ||
if (typeof a === 'number') | ||
a = BigInt(a); | ||
if (a === 1n) { | ||
return 1; | ||
} | ||
let bits = 1; | ||
do { | ||
bits++; | ||
} while ((a >>= 1n) > 1n); | ||
return bits; | ||
} | ||
/** | ||
* An iterative implementation of the extended euclidean algorithm or extended greatest common divisor algorithm. | ||
* Take positive integers a, b as input, and return a triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @throws {@link RangeError} if a or b are <= 0 | ||
* | ||
* @returns A triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
*/ | ||
function eGcd(a, b) { | ||
if (typeof a === 'number') | ||
a = BigInt(a); | ||
if (typeof b === 'number') | ||
b = BigInt(b); | ||
if (a <= 0n || b <= 0n) | ||
throw new RangeError('a and b MUST be > 0'); // a and b MUST be positive | ||
let x = 0n; | ||
let y = 1n; | ||
let u = 1n; | ||
let v = 0n; | ||
while (a !== 0n) { | ||
const q = b / a; | ||
const r = b % a; | ||
const m = x - (u * q); | ||
const n = y - (v * q); | ||
b = a; | ||
a = r; | ||
x = u; | ||
y = v; | ||
u = m; | ||
v = n; | ||
} | ||
return { | ||
g: b, | ||
x: x, | ||
y: y | ||
}; | ||
} | ||
/** | ||
* Greatest common divisor of two integers based on the iterative binary algorithm. | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns The greatest common divisor of a and b | ||
*/ | ||
function gcd(a, b) { | ||
let aAbs = (typeof a === 'number') ? BigInt(abs(a)) : abs(a); | ||
let bAbs = (typeof b === 'number') ? BigInt(abs(b)) : abs(b); | ||
if (aAbs === 0n) { | ||
return bAbs; | ||
} | ||
else if (bAbs === 0n) { | ||
return aAbs; | ||
} | ||
let shift = 0n; | ||
while (((aAbs | bAbs) & 1n) === 0n) { | ||
aAbs >>= 1n; | ||
bAbs >>= 1n; | ||
shift++; | ||
} | ||
while ((aAbs & 1n) === 0n) | ||
aAbs >>= 1n; | ||
do { | ||
while ((bAbs & 1n) === 0n) | ||
bAbs >>= 1n; | ||
if (aAbs > bAbs) { | ||
const x = aAbs; | ||
aAbs = bAbs; | ||
bAbs = x; | ||
} | ||
bAbs -= aAbs; | ||
} while (bAbs !== 0n); | ||
// rescale | ||
return aAbs << shift; | ||
} | ||
/** | ||
* The least common multiple computed as abs(a*b)/gcd(a,b) | ||
* @param a | ||
* @param b | ||
* | ||
* @returns The least common multiple of a and b | ||
*/ | ||
function lcm(a, b) { | ||
if (typeof a === 'number') | ||
a = BigInt(a); | ||
if (typeof b === 'number') | ||
b = BigInt(b); | ||
if (a === 0n && b === 0n) | ||
return BigInt(0); | ||
// return abs(a * b) as bigint / gcd(a, b) | ||
return abs((a / gcd(a, b)) * b); | ||
} | ||
/** | ||
* Maximum. max(a,b)==a if a>=b. max(a,b)==b if a<b | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns Maximum of numbers a and b | ||
*/ | ||
function max(a, b) { | ||
return (a >= b) ? a : b; | ||
} | ||
/** | ||
* Minimum. min(a,b)==b if a>=b. min(a,b)==a if a<b | ||
* | ||
* @param a | ||
* @param b | ||
* | ||
* @returns Minimum of numbers a and b | ||
*/ | ||
function min(a, b) { | ||
return (a >= b) ? b : a; | ||
} | ||
/** | ||
* Finds the smallest positive element that is congruent to a in modulo n | ||
* | ||
* @remarks | ||
* a and b must be the same type, either number or bigint | ||
* | ||
* @param a - An integer | ||
* @param n - The modulo | ||
* | ||
* @throws {@link RangeError} if n <= 0 | ||
* | ||
* @returns A bigint with the smallest positive representation of a modulo n | ||
*/ | ||
function toZn(a, n) { | ||
if (typeof a === 'number') | ||
a = BigInt(a); | ||
if (typeof n === 'number') | ||
n = BigInt(n); | ||
if (n <= 0n) { | ||
throw new RangeError('n must be > 0'); | ||
} | ||
const aZn = a % n; | ||
return (aZn < 0n) ? aZn + n : aZn; | ||
} | ||
/** | ||
* Modular inverse. | ||
* | ||
* @param a The number to find an inverse for | ||
* @param n The modulo | ||
* | ||
* @throws {@link RangeError} if a does not have inverse modulo n | ||
* | ||
* @returns The inverse modulo n | ||
*/ | ||
function modInv(a, n) { | ||
const egcd = eGcd(toZn(a, n), n); | ||
if (egcd.g !== 1n) { | ||
throw new RangeError(`${a.toString()} does not have inverse modulo ${n.toString()}`); // modular inverse does not exist | ||
} | ||
else { | ||
return toZn(egcd.x, n); | ||
} | ||
} | ||
/** | ||
* Modular exponentiation b**e mod n. Currently using the right-to-left binary method | ||
* | ||
* @param b base | ||
* @param e exponent | ||
* @param n modulo | ||
* | ||
* @throws {@link RangeError} if n <= 0 | ||
* | ||
* @returns b**e mod n | ||
*/ | ||
function modPow(b, e, n) { | ||
if (typeof b === 'number') | ||
b = BigInt(b); | ||
if (typeof e === 'number') | ||
e = BigInt(e); | ||
if (typeof n === 'number') | ||
n = BigInt(n); | ||
if (n <= 0n) { | ||
throw new RangeError('n must be > 0'); | ||
} | ||
else if (n === 1n) { | ||
return 0n; | ||
} | ||
b = toZn(b, n); | ||
if (e < 0n) { | ||
return modInv(modPow(b, abs(e), n), n); | ||
} | ||
let r = 1n; | ||
while (e > 0) { | ||
if ((e % 2n) === 1n) { | ||
r = r * b % n; | ||
} | ||
e = e / 2n; | ||
b = b ** 2n % n; | ||
} | ||
return r; | ||
} | ||
function fromBuffer(buf) { | ||
let ret = 0n; | ||
for (const i of buf.values()) { | ||
const bi = BigInt(i); | ||
ret = (ret << 8n) + bi; | ||
} | ||
return ret; | ||
} | ||
var crypto = await import('crypto'); // eslint-disable-line no-var | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomBytes() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
function randBytes(byteLength, forceLength = false) { | ||
if (byteLength < 1) | ||
throw new RangeError('byteLength MUST be > 0'); | ||
return new Promise(function (resolve, reject) { | ||
{ | ||
crypto.randomBytes(byteLength, function (err, buf) { | ||
if (err !== null) | ||
reject(err); | ||
// If fixed length is required we put the first bit to 1 -> to get the necessary bitLength | ||
if (forceLength) | ||
buf[0] = buf[0] | 128; | ||
resolve(buf); | ||
}); | ||
} | ||
}); | ||
} | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* This is the synchronous version, consider using the asynchronous one for improved efficiency. | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
function randBytesSync(byteLength, forceLength = false) { | ||
if (byteLength < 1) | ||
throw new RangeError('byteLength MUST be > 0'); | ||
/* eslint-disable no-lone-blocks */ | ||
{ // node | ||
const buf = crypto.randomBytes(byteLength); | ||
// If fixed length is required we put the first bit to 1 -> to get the necessary bitLength | ||
if (forceLength) | ||
buf[0] = buf[0] | 128; | ||
return buf; | ||
} | ||
/* eslint-enable no-lone-blocks */ | ||
} | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
function randBits(bitLength, forceLength = false) { | ||
if (bitLength < 1) | ||
throw new RangeError('bitLength MUST be > 0'); | ||
const byteLength = Math.ceil(bitLength / 8); | ||
const bitLengthMod8 = bitLength % 8; | ||
return new Promise((resolve, reject) => { | ||
randBytes(byteLength, false).then(function (rndBytes) { | ||
if (bitLengthMod8 !== 0) { | ||
// Fill with 0's the extra bits | ||
rndBytes[0] = rndBytes[0] & (2 ** bitLengthMod8 - 1); | ||
} | ||
if (forceLength) { | ||
const mask = (bitLengthMod8 !== 0) ? 2 ** (bitLengthMod8 - 1) : 128; | ||
rndBytes[0] = rndBytes[0] | mask; | ||
} | ||
resolve(rndBytes); | ||
}); | ||
}); | ||
} | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Uint8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
function randBitsSync(bitLength, forceLength = false) { | ||
if (bitLength < 1) | ||
throw new RangeError('bitLength MUST be > 0'); | ||
const byteLength = Math.ceil(bitLength / 8); | ||
const rndBytes = randBytesSync(byteLength, false); | ||
const bitLengthMod8 = bitLength % 8; | ||
if (bitLengthMod8 !== 0) { | ||
// Fill with 0's the extra bits | ||
rndBytes[0] = rndBytes[0] & (2 ** bitLengthMod8 - 1); | ||
} | ||
if (forceLength) { | ||
const mask = (bitLengthMod8 !== 0) ? 2 ** (bitLengthMod8 - 1) : 128; | ||
rndBytes[0] = rndBytes[0] | mask; | ||
} | ||
return rndBytes; | ||
} | ||
/** | ||
* Returns a cryptographically secure random integer between [min,max]. | ||
* @param max Returned value will be <= max | ||
* @param min Returned value will be >= min | ||
* | ||
* @throws {@link RangeError} if max <= min | ||
* | ||
* @returns A cryptographically secure random bigint between [min,max] | ||
*/ | ||
function randBetween(max, min = 1n) { | ||
if (max <= min) | ||
throw new RangeError('Arguments MUST be: max > min'); | ||
const interval = max - min; | ||
const bitLen = bitLength(interval); | ||
let rnd; | ||
do { | ||
const buf = randBitsSync(bitLen); | ||
rnd = fromBuffer(buf); | ||
} while (rnd > interval); | ||
return rnd + min; | ||
} | ||
let _useWorkers = false; // The following is just to check whether we can use workers | ||
/* eslint-disable no-lone-blocks */ | ||
{ // Node.js | ||
try { | ||
await import('worker_threads'); | ||
_useWorkers = true; | ||
} /* c8 ignore start */ | ||
catch (e) { | ||
console.log(`[bigint-crypto-utils] WARNING: | ||
This node version doesn't support worker_threads. You should enable them in order to greatly speedup the generation of big prime numbers. | ||
· With Node >=11 it is enabled by default (consider upgrading). | ||
· With Node 10, starting with 10.5.0, you can enable worker_threads at runtime executing node --experimental-worker `); | ||
} | ||
/* c8 ignore stop */ | ||
} | ||
/** | ||
* The test first tries if any of the first 250 small primes are a factor of the input number and then passes several | ||
* iterations of Miller-Rabin Probabilistic Primality Test (FIPS 186-4 C.3.1) | ||
* | ||
* @param w - A positive integer to be tested for primality | ||
* @param iterations - The number of iterations for the primality test. The value shall be consistent with Table C.1, C.2 or C.3 of FIPS 186-4 | ||
* @param disableWorkers - Disable the use of workers for the primality test | ||
* | ||
* @throws {@link RangeError} if w<0 | ||
* | ||
* @returns A promise that resolves to a boolean that is either true (a probably prime number) or false (definitely composite) | ||
*/ | ||
function isProbablyPrime(w, iterations = 16, disableWorkers = false) { | ||
if (typeof w === 'number') { | ||
w = BigInt(w); | ||
} | ||
if (w < 0n) | ||
throw RangeError('w MUST be >= 0'); | ||
{ // Node.js | ||
if (!disableWorkers && _useWorkers) { | ||
return new Promise((resolve, reject) => { | ||
const worker = new workerThreads$1.Worker('./dist/esm/index.node.js'); | ||
worker.on('message', (data) => { | ||
if (data?._bcu?.isPrime !== undefined) { | ||
worker.terminate().catch(reject); | ||
resolve(data._bcu.isPrime); | ||
} | ||
}); | ||
worker.on('error', reject); | ||
const msg = { | ||
_bcu: { | ||
rnd: w, | ||
iterations: iterations, | ||
id: 0 | ||
} | ||
}; | ||
worker.postMessage(msg); | ||
}); | ||
} | ||
else { | ||
return new Promise((resolve) => { | ||
resolve(_isProbablyPrime(w, iterations)); | ||
}); | ||
} | ||
} | ||
} | ||
function _isProbablyPrime(w, iterations) { | ||
/* | ||
PREFILTERING. Even values but 2 are not primes, so don't test. | ||
1 is not a prime and the M-R algorithm needs w>1. | ||
*/ | ||
if (w === 2n) | ||
return true; | ||
else if ((w & 1n) === 0n || w === 1n) | ||
return false; | ||
/* | ||
Test if any of the first 250 small primes are a factor of w. 2 is not tested because it was already tested above. | ||
*/ | ||
const firstPrimes = [ | ||
3n, | ||
5n, | ||
7n, | ||
11n, | ||
13n, | ||
17n, | ||
19n, | ||
23n, | ||
29n, | ||
31n, | ||
37n, | ||
41n, | ||
43n, | ||
47n, | ||
53n, | ||
59n, | ||
61n, | ||
67n, | ||
71n, | ||
73n, | ||
79n, | ||
83n, | ||
89n, | ||
97n, | ||
101n, | ||
103n, | ||
107n, | ||
109n, | ||
113n, | ||
127n, | ||
131n, | ||
137n, | ||
139n, | ||
149n, | ||
151n, | ||
157n, | ||
163n, | ||
167n, | ||
173n, | ||
179n, | ||
181n, | ||
191n, | ||
193n, | ||
197n, | ||
199n, | ||
211n, | ||
223n, | ||
227n, | ||
229n, | ||
233n, | ||
239n, | ||
241n, | ||
251n, | ||
257n, | ||
263n, | ||
269n, | ||
271n, | ||
277n, | ||
281n, | ||
283n, | ||
293n, | ||
307n, | ||
311n, | ||
313n, | ||
317n, | ||
331n, | ||
337n, | ||
347n, | ||
349n, | ||
353n, | ||
359n, | ||
367n, | ||
373n, | ||
379n, | ||
383n, | ||
389n, | ||
397n, | ||
401n, | ||
409n, | ||
419n, | ||
421n, | ||
431n, | ||
433n, | ||
439n, | ||
443n, | ||
449n, | ||
457n, | ||
461n, | ||
463n, | ||
467n, | ||
479n, | ||
487n, | ||
491n, | ||
499n, | ||
503n, | ||
509n, | ||
521n, | ||
523n, | ||
541n, | ||
547n, | ||
557n, | ||
563n, | ||
569n, | ||
571n, | ||
577n, | ||
587n, | ||
593n, | ||
599n, | ||
601n, | ||
607n, | ||
613n, | ||
617n, | ||
619n, | ||
631n, | ||
641n, | ||
643n, | ||
647n, | ||
653n, | ||
659n, | ||
661n, | ||
673n, | ||
677n, | ||
683n, | ||
691n, | ||
701n, | ||
709n, | ||
719n, | ||
727n, | ||
733n, | ||
739n, | ||
743n, | ||
751n, | ||
757n, | ||
761n, | ||
769n, | ||
773n, | ||
787n, | ||
797n, | ||
809n, | ||
811n, | ||
821n, | ||
823n, | ||
827n, | ||
829n, | ||
839n, | ||
853n, | ||
857n, | ||
859n, | ||
863n, | ||
877n, | ||
881n, | ||
883n, | ||
887n, | ||
907n, | ||
911n, | ||
919n, | ||
929n, | ||
937n, | ||
941n, | ||
947n, | ||
953n, | ||
967n, | ||
971n, | ||
977n, | ||
983n, | ||
991n, | ||
997n, | ||
1009n, | ||
1013n, | ||
1019n, | ||
1021n, | ||
1031n, | ||
1033n, | ||
1039n, | ||
1049n, | ||
1051n, | ||
1061n, | ||
1063n, | ||
1069n, | ||
1087n, | ||
1091n, | ||
1093n, | ||
1097n, | ||
1103n, | ||
1109n, | ||
1117n, | ||
1123n, | ||
1129n, | ||
1151n, | ||
1153n, | ||
1163n, | ||
1171n, | ||
1181n, | ||
1187n, | ||
1193n, | ||
1201n, | ||
1213n, | ||
1217n, | ||
1223n, | ||
1229n, | ||
1231n, | ||
1237n, | ||
1249n, | ||
1259n, | ||
1277n, | ||
1279n, | ||
1283n, | ||
1289n, | ||
1291n, | ||
1297n, | ||
1301n, | ||
1303n, | ||
1307n, | ||
1319n, | ||
1321n, | ||
1327n, | ||
1361n, | ||
1367n, | ||
1373n, | ||
1381n, | ||
1399n, | ||
1409n, | ||
1423n, | ||
1427n, | ||
1429n, | ||
1433n, | ||
1439n, | ||
1447n, | ||
1451n, | ||
1453n, | ||
1459n, | ||
1471n, | ||
1481n, | ||
1483n, | ||
1487n, | ||
1489n, | ||
1493n, | ||
1499n, | ||
1511n, | ||
1523n, | ||
1531n, | ||
1543n, | ||
1549n, | ||
1553n, | ||
1559n, | ||
1567n, | ||
1571n, | ||
1579n, | ||
1583n, | ||
1597n | ||
]; | ||
for (let i = 0; i < firstPrimes.length && (firstPrimes[i] <= w); i++) { | ||
const p = firstPrimes[i]; | ||
if (w === p) | ||
return true; | ||
else if (w % p === 0n) | ||
return false; | ||
} | ||
/* | ||
1. Let a be the largest integer such that 2**a divides w−1. | ||
2. m = (w−1) / 2**a. | ||
3. wlen = len (w). | ||
4. For i = 1 to iterations do | ||
4.1 Obtain a string b of wlen bits from an RBG. | ||
Comment: Ensure that 1 < b < w−1. | ||
4.2 If ((b ≤ 1) or (b ≥ w−1)), then go to step 4.1. | ||
4.3 z = b**m mod w. | ||
4.4 If ((z = 1) or (z = w − 1)), then go to step 4.7. | ||
4.5 For j = 1 to a − 1 do. | ||
4.5.1 z = z**2 mod w. | ||
4.5.2 If (z = w−1), then go to step 4.7. | ||
4.5.3 If (z = 1), then go to step 4.6. | ||
4.6 Return COMPOSITE. | ||
4.7 Continue. | ||
Comment: Increment i for the do-loop in step 4. | ||
5. Return PROBABLY PRIME. | ||
*/ | ||
let a = 0n; | ||
const d = w - 1n; | ||
let aux = d; | ||
while (aux % 2n === 0n) { | ||
aux /= 2n; | ||
++a; | ||
} | ||
const m = d / (2n ** a); | ||
do { | ||
const b = randBetween(d, 2n); | ||
let z = modPow(b, m, w); | ||
if (z === 1n || z === d) | ||
continue; | ||
let j = 1; | ||
while (j < a) { | ||
z = modPow(z, 2n, w); | ||
if (z === d) | ||
break; | ||
if (z === 1n) | ||
return false; | ||
j++; | ||
} | ||
if (z !== d) | ||
return false; | ||
} while (--iterations !== 0); | ||
return true; | ||
} | ||
if (_useWorkers) { // node.js with support for workers | ||
try { | ||
var workerThreads$1 = await import('worker_threads'); // eslint-disable-line no-var | ||
const isWorker = !(workerThreads$1.isMainThread); | ||
if (isWorker && workerThreads$1.parentPort !== null) { // worker | ||
const parentPort = workerThreads$1.parentPort; | ||
parentPort.on('message', function (data) { | ||
if (data?._bcu?.iterations !== undefined && data?._bcu?.rnd !== undefined) { | ||
const isPrime = _isProbablyPrime(data._bcu.rnd, data._bcu.iterations); | ||
const msg = { | ||
_bcu: { | ||
isPrime: isPrime, | ||
value: data._bcu.rnd, | ||
id: data._bcu.id | ||
} | ||
}; | ||
parentPort.postMessage(msg); | ||
} | ||
}); | ||
} | ||
} | ||
catch (error) { } | ||
} | ||
var os = await import('os'); // eslint-disable-line no-var | ||
{ | ||
try { | ||
var workerThreads = await import('worker_threads'); // eslint-disable-line no-var | ||
} | ||
catch { } | ||
} | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The browser version uses web workers to parallelise prime look up. Therefore, it does not lock the UI | ||
* main process, and it can be much faster (if several cores or cpu are available). | ||
* The node version can also use worker_threads if they are available (enabled by default with Node 11 and | ||
* and can be enabled at runtime executing node --experimental-worker with node >=10.5.0). | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A promise that resolves to a bigint probable prime of bitLength bits. | ||
*/ | ||
function prime(bitLength, iterations = 16) { | ||
if (bitLength < 1) | ||
throw new RangeError('bitLength MUST be > 0'); | ||
/* c8 ignore start */ | ||
if (!_useWorkers) { // If there is no support for workers | ||
let rnd = 0n; | ||
do { | ||
rnd = fromBuffer(randBitsSync(bitLength, true)); | ||
} while (!_isProbablyPrime(rnd, iterations)); | ||
return new Promise((resolve) => { resolve(rnd); }); | ||
} | ||
/* c8 ignore stop */ | ||
return new Promise((resolve, reject) => { | ||
const workerList = []; | ||
const _onmessage = (msg, newWorker) => { | ||
if (msg._bcu.isPrime) { | ||
// if a prime number has been found, stop all the workers, and return it | ||
for (let j = 0; j < workerList.length; j++) { | ||
workerList[j].terminate(); // eslint-disable-line @typescript-eslint/no-floating-promises | ||
} | ||
while (workerList.length > 0) { | ||
workerList.pop(); | ||
} | ||
resolve(msg._bcu.value); | ||
} | ||
else { // if a composite is found, make the worker test another random number | ||
const buf = randBitsSync(bitLength, true); | ||
const rnd = fromBuffer(buf); | ||
try { | ||
const msgToWorker = { | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
id: msg._bcu.id | ||
} | ||
}; | ||
newWorker.postMessage(msgToWorker); | ||
} | ||
catch (error) { | ||
// The worker has already terminated. There is nothing to handle here | ||
} | ||
} | ||
}; | ||
{ // Node.js | ||
for (let i = 0; i < os.cpus().length - 1; i++) { | ||
const newWorker = new workerThreads.Worker('./dist/esm/index.node.js'); | ||
newWorker.on('message', (msg) => _onmessage(msg, newWorker)); | ||
workerList.push(newWorker); | ||
} | ||
} | ||
for (let i = 0; i < workerList.length; i++) { | ||
randBits(bitLength, true).then(function (buf) { | ||
const rnd = fromBuffer(buf); | ||
workerList[i].postMessage({ | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
id: i | ||
} | ||
}); | ||
}).catch(reject); | ||
} | ||
}); | ||
} | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The sync version is NOT RECOMMENDED since it won't use workers and thus it'll be slower and may freeze thw window in browser's javascript. Please consider using prime() instead. | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A bigint probable prime of bitLength bits. | ||
*/ | ||
function primeSync(bitLength, iterations = 16) { | ||
if (bitLength < 1) | ||
throw new RangeError('bitLength MUST be > 0'); | ||
let rnd = 0n; | ||
do { | ||
rnd = fromBuffer(randBitsSync(bitLength, true)); | ||
} while (!_isProbablyPrime(rnd, iterations)); | ||
return rnd; | ||
} | ||
export { abs, bitLength, eGcd, gcd, isProbablyPrime, lcm, max, min, modInv, modPow, prime, primeSync, randBetween, randBits, randBitsSync, randBytes, randBytesSync, toZn }; | ||
//# 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|
125
docs/API.md
@@ -1,2 +0,2 @@ | ||
# bigint-crypto-utils - v3.1.8 | ||
# bigint-crypto-utils - v3.2.1 | ||
@@ -32,4 +32,2 @@ ## Table of contents | ||
Absolute value. abs(a)==a if a>=0. abs(a)==-a if a<0 | ||
#### Parameters | ||
@@ -45,7 +43,5 @@ | ||
The absolute value of a | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/abs.d.ts:8 | ||
node_modules/bigint-mod-arith/types/abs.d.ts:1 | ||
@@ -58,4 +54,2 @@ ___ | ||
Returns the (minimum) length of a number expressed in bits. | ||
#### Parameters | ||
@@ -71,7 +65,5 @@ | ||
The bit length | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/bitLength.d.ts:7 | ||
node_modules/bigint-mod-arith/types/bitLength.d.ts:1 | ||
@@ -84,9 +76,2 @@ ___ | ||
An iterative implementation of the extended euclidean algorithm or extended greatest common divisor algorithm. | ||
Take positive integers a, b as input, and return a triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
**`Throws`** | ||
RangeError if a or b are <= 0 | ||
#### Parameters | ||
@@ -103,7 +88,5 @@ | ||
A triple (g, x, y), such that ax + by = g = gcd(a, b). | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/egcd.d.ts:17 | ||
node_modules/bigint-mod-arith/types/egcd.d.ts:6 | ||
@@ -116,4 +99,2 @@ ___ | ||
Greatest common divisor of two integers based on the iterative binary algorithm. | ||
#### Parameters | ||
@@ -130,7 +111,5 @@ | ||
The greatest common divisor of a and b | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/gcd.d.ts:9 | ||
node_modules/bigint-mod-arith/types/gcd.d.ts:1 | ||
@@ -166,3 +145,3 @@ ___ | ||
[src/ts/isProbablyPrime.ts:20](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/isProbablyPrime.ts#L20) | ||
[src/ts/isProbablyPrime.ts:20](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/isProbablyPrime.ts#L20) | ||
@@ -175,4 +154,2 @@ ___ | ||
The least common multiple computed as abs(a*b)/gcd(a,b) | ||
#### Parameters | ||
@@ -189,7 +166,5 @@ | ||
The least common multiple of a and b | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/lcm.d.ts:8 | ||
node_modules/bigint-mod-arith/types/lcm.d.ts:1 | ||
@@ -202,4 +177,2 @@ ___ | ||
Maximum. max(a,b)==a if a>=b. max(a,b)==b if a<b | ||
#### Parameters | ||
@@ -216,7 +189,5 @@ | ||
Maximum of numbers a and b | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/max.d.ts:9 | ||
node_modules/bigint-mod-arith/types/max.d.ts:1 | ||
@@ -229,4 +200,2 @@ ___ | ||
Minimum. min(a,b)==b if a>=b. min(a,b)==a if a<b | ||
#### Parameters | ||
@@ -243,7 +212,5 @@ | ||
Minimum of numbers a and b | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/min.d.ts:9 | ||
node_modules/bigint-mod-arith/types/min.d.ts:1 | ||
@@ -256,14 +223,8 @@ ___ | ||
Modular inverse. | ||
**`Throws`** | ||
RangeError if a does not have inverse modulo n | ||
#### Parameters | ||
| Name | Type | Description | | ||
| :------ | :------ | :------ | | ||
| `a` | `number` \| `bigint` | The number to find an inverse for | | ||
| `n` | `number` \| `bigint` | The modulo | | ||
| Name | Type | | ||
| :------ | :------ | | ||
| `a` | `number` \| `bigint` | | ||
| `n` | `number` \| `bigint` | | ||
@@ -274,7 +235,5 @@ #### Returns | ||
The inverse modulo n | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/modInv.d.ts:11 | ||
node_modules/bigint-mod-arith/types/modInv.d.ts:1 | ||
@@ -287,15 +246,9 @@ ___ | ||
Modular exponentiation b**e mod n. Currently using the right-to-left binary method | ||
**`Throws`** | ||
RangeError if n <= 0 | ||
#### Parameters | ||
| Name | Type | Description | | ||
| :------ | :------ | :------ | | ||
| `b` | `number` \| `bigint` | base | | ||
| `e` | `number` \| `bigint` | exponent | | ||
| `n` | `number` \| `bigint` | modulo | | ||
| Name | Type | | ||
| :------ | :------ | | ||
| `b` | `number` \| `bigint` | | ||
| `e` | `number` \| `bigint` | | ||
| `n` | `number` \| `bigint` | | ||
@@ -306,7 +259,5 @@ #### Returns | ||
b**e mod n | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/modPow.d.ts:12 | ||
node_modules/bigint-mod-arith/types/modPow.d.ts:1 | ||
@@ -344,3 +295,3 @@ ___ | ||
[src/ts/prime.ts:28](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/prime.ts#L28) | ||
[src/ts/prime.ts:28](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/prime.ts#L28) | ||
@@ -375,3 +326,3 @@ ___ | ||
[src/ts/prime.ts:109](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/prime.ts#L109) | ||
[src/ts/prime.ts:109](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/prime.ts#L109) | ||
@@ -405,3 +356,3 @@ ___ | ||
[src/ts/randBetween.ts:14](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/randBetween.ts#L14) | ||
[src/ts/randBetween.ts:14](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/randBetween.ts#L14) | ||
@@ -435,3 +386,3 @@ ___ | ||
[src/ts/randBits.ts:13](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/randBits.ts#L13) | ||
[src/ts/randBits.ts:13](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/randBits.ts#L13) | ||
@@ -465,3 +416,3 @@ ___ | ||
[src/ts/randBits.ts:43](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/randBits.ts#L43) | ||
[src/ts/randBits.ts:43](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/randBits.ts#L43) | ||
@@ -495,3 +446,3 @@ ___ | ||
[src/ts/randBytes.ts:13](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/randBytes.ts#L13) | ||
[src/ts/randBytes.ts:13](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/randBytes.ts#L13) | ||
@@ -526,3 +477,3 @@ ___ | ||
[src/ts/randBytes.ts:54](https://github.com/juanelas/bigint-crypto-utils/blob/6894e72/src/ts/randBytes.ts#L54) | ||
[src/ts/randBytes.ts:54](https://github.com/juanelas/bigint-crypto-utils/blob/8f2c2a5/src/ts/randBytes.ts#L54) | ||
@@ -535,18 +486,8 @@ ___ | ||
Finds the smallest positive element that is congruent to a in modulo n | ||
**`Remarks`** | ||
a and b must be the same type, either number or bigint | ||
**`Throws`** | ||
RangeError if n <= 0 | ||
#### Parameters | ||
| Name | Type | Description | | ||
| :------ | :------ | :------ | | ||
| `a` | `number` \| `bigint` | An integer | | ||
| `n` | `number` \| `bigint` | The modulo | | ||
| Name | Type | | ||
| :------ | :------ | | ||
| `a` | `number` \| `bigint` | | ||
| `n` | `number` \| `bigint` | | ||
@@ -557,6 +498,4 @@ #### Returns | ||
A bigint with the smallest positive representation of a modulo n | ||
#### Defined in | ||
node_modules/bigint-mod-arith/types/toZn.d.ts:14 | ||
node_modules/bigint-mod-arith/types/toZn.d.ts:1 |
{ | ||
"name": "bigint-crypto-utils", | ||
"version": "3.1.8", | ||
"version": "3.2.1", | ||
"description": "Arbitrary precision modular arithmetic, cryptographically secure random numbers and strong probable prime generation/testing. It works in modern browsers, Angular, React, Node.js, etc. since it uses the native JS implementation of BigInt", | ||
@@ -25,7 +25,7 @@ "keywords": [ | ||
"engines": { | ||
"node": ">=10.4.0" | ||
"node": ">=14.0.0" | ||
}, | ||
"type": "module", | ||
"types": "./types/index.d.ts", | ||
"main": "./dist/cjs/index.node.cjs", | ||
"types": "./types/index.d.cts", | ||
"browser": "./dist/esm/index.browser.js", | ||
@@ -36,17 +36,36 @@ "module": "./dist/esm/index.node.js", | ||
"node": { | ||
"require": "./dist/cjs/index.node.cjs", | ||
"import": "./dist/esm/index.node.js", | ||
"module": "./dist/esm/index.node.js" | ||
"require": { | ||
"default": "./dist/cjs/index.node.cjs", | ||
"types": "./types/index.d.cts" | ||
}, | ||
"import": { | ||
"default": "./dist/esm/index.node.js", | ||
"types": "./types/index.d.ts" | ||
} | ||
}, | ||
"default": "./dist/esm/index.browser.js" | ||
"default": { | ||
"default": "./dist/esm/index.browser.js", | ||
"types": "./types/index.d.ts" | ||
} | ||
}, | ||
"./esm-browser-bundle": "./dist/bundles/esm.min.js", | ||
"./esm-browser-bundle-nomin": "./dist/bundles/esm.js", | ||
"./iife-browser-bundle": "./dist/bundles/iife.js", | ||
"./umd-browser-bundle": "./dist/bundles/umd.js", | ||
"./types": "./types/index.d.ts" | ||
"./types": "./types/index.d.cts" | ||
}, | ||
"imports": { | ||
"#pkg": { | ||
"import": "./dist/esm/index.node.js", | ||
"require": "./dist/cjs/index.node.cjs" | ||
"require": { | ||
"default": "./dist/cjs/index.node.cjs", | ||
"types": "./types/index.d.cts" | ||
}, | ||
"import": { | ||
"default": "./dist/esm/index.node.js", | ||
"types": "./types/index.d.ts" | ||
}, | ||
"default": { | ||
"default": "./dist/esm/index.browser.js", | ||
"types": "./types/index.d.ts" | ||
} | ||
} | ||
@@ -64,10 +83,12 @@ }, | ||
"scripts": { | ||
"build": "run-s lint build:js docs", | ||
"build": "run-s lint:src build:js lint:test docs", | ||
"build:js": "rollup -c build/rollup.config.js", | ||
"clean": "rimraf .mocha-ts coverage dist types docs", | ||
"coverage": "c8 --clean --check-coverage --exclude '{src/ts/**/*.spec.ts,test,test-vectors,build}' --exclude-after-remap --reporter=text --reporter=lcov node ./build/bin/mocha-ts.cjs --commonjs ", | ||
"coverage": "c8 --clean --check-coverage --exclude \"{src/ts/**/*.spec.ts,test,test-vectors,build}\" --exclude-after-remap --reporter=text --reporter=lcov node ./build/bin/mocha-ts.cjs --commonjs ", | ||
"docs": "node build/build.docs.cjs", | ||
"git:add": "git add -A", | ||
"lint": "ts-standard --fix", | ||
"mocha-ts": "node --experimental-modules --es-module-specifier-resolution=node ./build/bin/mocha-ts.cjs ", | ||
"lint:src": "ts-standard --fix \"src/**/!(*.spec).ts\"", | ||
"lint:test": "ts-standard --fix \"{test/**/*.ts,src/**/*.spec.ts}\"", | ||
"mocha-ts": "node --experimental-modules --experimental-json-modules --es-module-specifier-resolution=node ./build/bin/mocha-ts.cjs ", | ||
"mocha-ts:cjs": "node ./build/bin/mocha-ts.cjs --commonjs ", | ||
@@ -77,3 +98,3 @@ "mocha-ts:watch": "npm run mocha-ts:cjs -- --watch ", | ||
"mocha-ts:browser-headless": "node build/testing/browser/index.cjs headless ", | ||
"preversion": "run-s clean lint build:js coverage test:browser-headless", | ||
"preversion": "run-s clean lint:src build:js lint:test coverage test:browser-headless", | ||
"version": "run-s docs git:add", | ||
@@ -104,12 +125,23 @@ "postversion": "git push --follow-tags", | ||
"types/**/*", | ||
"build/testing/mocha/mocha-init.js" | ||
"benchmark/**/*" | ||
] | ||
}, | ||
"nodeBrowserSkel": { | ||
"badges": { | ||
"workflow": true, | ||
"coveralls": true | ||
}, | ||
"git": { | ||
"branch": "main" | ||
} | ||
}, | ||
"devDependencies": { | ||
"@rollup/plugin-commonjs": "^22.0.0", | ||
"@rollup/plugin-json": "^4.1.0", | ||
"@rollup/plugin-multi-entry": "^4.0.0", | ||
"@rollup/plugin-node-resolve": "^14.1.0", | ||
"@rollup/plugin-replace": "^4.0.0", | ||
"@rollup/plugin-typescript": "^8.2.0", | ||
"@rollup/plugin-commonjs": "^24.0.1", | ||
"@rollup/plugin-inject": "^5.0.3", | ||
"@rollup/plugin-json": "^6.0.0", | ||
"@rollup/plugin-multi-entry": "^6.0.0", | ||
"@rollup/plugin-node-resolve": "^15.0.1", | ||
"@rollup/plugin-replace": "^5.0.1", | ||
"@rollup/plugin-terser": "^0.4.0", | ||
"@rollup/plugin-typescript": "^11.1.0", | ||
"@types/chai": "^4.2.22", | ||
@@ -120,22 +152,20 @@ "@types/mocha": "^10.0.0", | ||
"dotenv": "^16.0.3", | ||
"fs-extra": "^10.1.0", | ||
"glob": "^8.0.1", | ||
"glob": "^9.3.4", | ||
"json5": "^2.2.0", | ||
"minimatch": "^5.0.1", | ||
"minimatch": "^8.0.3", | ||
"mocha": "^10.0.0", | ||
"npm-run-all": "^4.1.5", | ||
"pirates": "^4.0.1", | ||
"puppeteer": "^18.0.5", | ||
"rimraf": "^3.0.2", | ||
"rollup": "^2.57.0", | ||
"rollup-plugin-terser": "^7.0.2", | ||
"ts-standard": "^11.0.0", | ||
"puppeteer": "^19.1.2", | ||
"rimraf": "^4.4.1", | ||
"rollup": "^3.20.2", | ||
"ts-standard": "^12.0.2", | ||
"tslib": "^2.3.1", | ||
"typedoc": "^0.23.0", | ||
"typedoc-plugin-markdown": "^3.11.0", | ||
"typescript": "^4.4.3" | ||
"typedoc": "~0.23.0", | ||
"typedoc-plugin-markdown": "~3.14.0", | ||
"typescript": "^5.0.3" | ||
}, | ||
"dependencies": { | ||
"bigint-mod-arith": "^3.1.0" | ||
"bigint-mod-arith": "^3.2.0" | ||
} | ||
} |
@@ -1,2 +0,2 @@ | ||
export function fromBuffer (buf: Uint8Array|Buffer): bigint { | ||
export function fromBuffer (buf: Uint8Array | Buffer): bigint { | ||
let ret = 0n | ||
@@ -3,0 +3,0 @@ for (const i of buf.values()) { |
export { abs, bitLength, eGcd, gcd, lcm, max, min, modInv, modPow, toZn } from 'bigint-mod-arith' | ||
export { isProbablyPrime } from './isProbablyPrime' | ||
export { prime, primeSync } from './prime' | ||
export { randBetween } from './randBetween' | ||
export { randBits, randBitsSync } from './randBits' | ||
export { randBytes, randBytesSync } from './randBytes' | ||
export { isProbablyPrime } from './isProbablyPrime.js' | ||
export { prime, primeSync } from './prime.js' | ||
export { randBetween } from './randBetween.js' | ||
export { randBits, randBitsSync } from './randBits.js' | ||
export { randBytes, randBytesSync } from './randBytes.js' |
import { eGcd, modInv, modPow, toZn, bitLength } from 'bigint-mod-arith' | ||
import { fromBuffer } from './fromBuffer' | ||
import { randBetween } from './randBetween' | ||
import { randBitsSync } from './randBits' | ||
import { randBytesSync } from './randBytes' | ||
import { _useWorkers, _workerUrl, WorkerToMainMsg, MainToWorkerMsg } from './workerUtils' | ||
import { fromBuffer } from './fromBuffer.js' | ||
import { randBetween } from './randBetween.js' | ||
import { randBitsSync } from './randBits.js' | ||
import { randBytesSync } from './randBytes.js' | ||
import { _useWorkers, _workerUrl, WorkerToMainMsg, MainToWorkerMsg } from './workerUtils.js' | ||
@@ -43,3 +43,3 @@ /** | ||
rnd: w as bigint, | ||
iterations: iterations, | ||
iterations, | ||
id: 0 | ||
@@ -73,3 +73,3 @@ } | ||
rnd: w as bigint, | ||
iterations: iterations, | ||
iterations, | ||
id: 0 | ||
@@ -442,3 +442,3 @@ } | ||
_bcu: { | ||
isPrime: isPrime, | ||
isPrime, | ||
value: data._bcu.rnd, | ||
@@ -445,0 +445,0 @@ id: data._bcu.id |
@@ -1,5 +0,5 @@ | ||
import { fromBuffer } from './fromBuffer' | ||
import { _isProbablyPrime, _isProbablyPrimeWorkerUrl } from './isProbablyPrime' | ||
import { randBits, randBitsSync } from './randBits' | ||
import { _useWorkers, WorkerToMainMsg, MainToWorkerMsg } from './workerUtils' | ||
import { fromBuffer } from './fromBuffer.js' | ||
import { _isProbablyPrime, _isProbablyPrimeWorkerUrl } from './isProbablyPrime.js' | ||
import { randBits, randBitsSync } from './randBits.js' | ||
import { _useWorkers, WorkerToMainMsg, MainToWorkerMsg } from './workerUtils.js' | ||
import type { Worker as NodeWorker } from 'worker_threads' | ||
@@ -58,4 +58,4 @@ | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
rnd, | ||
iterations, | ||
id: msg._bcu.id | ||
@@ -85,8 +85,8 @@ } | ||
for (let i = 0; i < workerList.length; i++) { | ||
randBits(bitLength, true).then(function (buf: Uint8Array|Buffer) { | ||
randBits(bitLength, true).then(function (buf: Uint8Array | Buffer) { | ||
const rnd = fromBuffer(buf) | ||
workerList[i].postMessage({ | ||
_bcu: { | ||
rnd: rnd, | ||
iterations: iterations, | ||
rnd, | ||
iterations, | ||
id: i | ||
@@ -93,0 +93,0 @@ } |
import { bitLength } from 'bigint-mod-arith' | ||
import { fromBuffer } from './fromBuffer' | ||
import { randBitsSync } from './randBits' | ||
import { fromBuffer } from './fromBuffer.js' | ||
import { randBitsSync } from './randBits.js' | ||
@@ -5,0 +5,0 @@ /** |
@@ -1,2 +0,2 @@ | ||
import { randBytes, randBytesSync } from './randBytes' | ||
import { randBytes, randBytesSync } from './randBytes.js' | ||
@@ -43,3 +43,3 @@ /** | ||
*/ | ||
export function randBitsSync (bitLength: number, forceLength: boolean = false): Uint8Array|Buffer { | ||
export function randBitsSync (bitLength: number, forceLength: boolean = false): Uint8Array | Buffer { | ||
if (bitLength < 1) throw new RangeError('bitLength MUST be > 0') | ||
@@ -46,0 +46,0 @@ |
@@ -54,3 +54,3 @@ if (!IS_BROWSER) var crypto = await import('crypto') // eslint-disable-line no-var | ||
*/ | ||
export function randBytesSync (byteLength: number, forceLength: boolean = false): Uint8Array|Buffer { | ||
export function randBytesSync (byteLength: number, forceLength: boolean = false): Uint8Array | Buffer { | ||
if (byteLength < 1) throw new RangeError('byteLength MUST be > 0') | ||
@@ -57,0 +57,0 @@ |
export { abs, bitLength, eGcd, gcd, lcm, max, min, modInv, modPow, toZn } from 'bigint-mod-arith'; | ||
export { isProbablyPrime } from './isProbablyPrime'; | ||
export { prime, primeSync } from './prime'; | ||
export { randBetween } from './randBetween'; | ||
export { randBits, randBitsSync } from './randBits'; | ||
export { randBytes, randBytesSync } from './randBytes'; | ||
export { isProbablyPrime } from './isProbablyPrime.js'; | ||
export { prime, primeSync } from './prime.js'; | ||
export { randBetween } from './randBetween.js'; | ||
export { randBits, randBitsSync } from './randBits.js'; | ||
export { randBytes, randBytesSync } from './randBytes.js'; | ||
//# sourceMappingURL=index.d.ts.map |
@@ -1,13 +0,1 @@ | ||
/** | ||
* The test first tries if any of the first 250 small primes are a factor of the input number and then passes several | ||
* iterations of Miller-Rabin Probabilistic Primality Test (FIPS 186-4 C.3.1) | ||
* | ||
* @param w - A positive integer to be tested for primality | ||
* @param iterations - The number of iterations for the primality test. The value shall be consistent with Table C.1, C.2 or C.3 of FIPS 186-4 | ||
* @param disableWorkers - Disable the use of workers for the primality test | ||
* | ||
* @throws {@link RangeError} if w<0 | ||
* | ||
* @returns A promise that resolves to a boolean that is either true (a probably prime number) or false (definitely composite) | ||
*/ | ||
export declare function isProbablyPrime(w: number | bigint, iterations?: number, disableWorkers?: boolean): Promise<boolean>; | ||
@@ -14,0 +2,0 @@ export declare function _isProbablyPrime(w: bigint, iterations: number): boolean; |
@@ -1,28 +0,3 @@ | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The browser version uses web workers to parallelise prime look up. Therefore, it does not lock the UI | ||
* main process, and it can be much faster (if several cores or cpu are available). | ||
* The node version can also use worker_threads if they are available (enabled by default with Node 11 and | ||
* and can be enabled at runtime executing node --experimental-worker with node >=10.5.0). | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A promise that resolves to a bigint probable prime of bitLength bits. | ||
*/ | ||
export declare function prime(bitLength: number, iterations?: number): Promise<bigint>; | ||
/** | ||
* A probably-prime (Miller-Rabin), cryptographically-secure, random-number generator. | ||
* The sync version is NOT RECOMMENDED since it won't use workers and thus it'll be slower and may freeze thw window in browser's javascript. Please consider using prime() instead. | ||
* | ||
* @param bitLength - The required bit length for the generated prime | ||
* @param iterations - The number of iterations for the Miller-Rabin Probabilistic Primality Test | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A bigint probable prime of bitLength bits. | ||
*/ | ||
export declare function primeSync(bitLength: number, iterations?: number): bigint; | ||
//# sourceMappingURL=prime.d.ts.map |
@@ -1,11 +0,2 @@ | ||
/** | ||
* Returns a cryptographically secure random integer between [min,max]. | ||
* @param max Returned value will be <= max | ||
* @param min Returned value will be >= min | ||
* | ||
* @throws {@link RangeError} if max <= min | ||
* | ||
* @returns A cryptographically secure random bigint between [min,max] | ||
*/ | ||
export declare function randBetween(max: bigint, min?: bigint): bigint; | ||
//# sourceMappingURL=randBetween.d.ts.map |
/// <reference types="node" /> | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
export declare function randBits(bitLength: number, forceLength?: boolean): Promise<Uint8Array | Buffer>; | ||
/** | ||
* Secure random bits for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* @param bitLength - The desired number of random bits | ||
* @param forceLength - Set to true if you want to force the output to have a specific bit length. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if bitLength < 1 | ||
* | ||
* @returns A Uint8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bits | ||
*/ | ||
export declare function randBitsSync(bitLength: number, forceLength?: boolean): Uint8Array | Buffer; | ||
//# sourceMappingURL=randBits.d.ts.map |
/// <reference types="node" /> | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomBytes() and browser one self.crypto.getRandomValues() | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A promise that resolves to a UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
export declare function randBytes(byteLength: number, forceLength?: boolean): Promise<Uint8Array | Buffer>; | ||
/** | ||
* Secure random bytes for both node and browsers. Node version uses crypto.randomFill() and browser one self.crypto.getRandomValues() | ||
* This is the synchronous version, consider using the asynchronous one for improved efficiency. | ||
* | ||
* @param byteLength - The desired number of random bytes | ||
* @param forceLength - Set to true if you want to force the output to have a bit length of 8*byteLength. It basically forces the msb to be 1 | ||
* | ||
* @throws {@link RangeError} if byteLength < 1 | ||
* | ||
* @returns A UInt8Array/Buffer (Browser/Node.js) filled with cryptographically secure random bytes | ||
*/ | ||
export declare function randBytesSync(byteLength: number, forceLength?: boolean): Uint8Array | Buffer; | ||
//# sourceMappingURL=randBytes.d.ts.map |
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Updatedbigint-mod-arith@^3.2.0