Security News
Oracle Drags Its Feet in the JavaScript Trademark Dispute
Oracle seeks to dismiss fraud claims in the JavaScript trademark dispute, delaying the case and avoiding questions about its right to the name.
@bignum/template
Advanced tools
Write formulas with template literals.
f`0.3 - 0.1`
is easier to read than a statement like new Big(0.3).minus(0.1)
.)npm install @bignum/template
import { setupEngine } from "@bignum/template";
const f = setupEngine();
const num = 0.1;
const result = f`${num} + 0.1 * 2`;
console.log(result); // 0.3
// Perform exact calculations using the arbitrary-precision arithmetic with BigInt.
console.log(f`${0.2} + ${0.1}`); // 0.3
console.log(0.2 + 0.1); // 0.30000000000000004
Returns the calculation engine.
context
: An object for customizing calculations.TBA
Perform calculations using template literals.
Example:
import { setupEngine } from "@bignum/template";
const f = setupEngine();
console.log(f`${0.1} + 0.2`); // 0.3
The calculation result usually returns a number
, but if the number
loses precision when converted to a string
, it returns a string
with the original precision is returned.
The following operators are supported:
/* Arithmetic Operators */
// add
f`0.1 + 0.2`; // 0.3
// subtract
f`0.3 - 0.1`; // 0.2
// multiply
f`0.07 * 100`; // 7
// divide
f`0.6 / 0.2`; // 3
// modulo
f`0.6 % 0.2`; // 0
// pow / nth root
f`2 ** 3`; // 8
f`4 ** (1/2)`; // 2
f`8 ** (1/3)`; // 2
/* Parentheses */
f`(0.1 + 0.2) * 10`; // 3
f`0.1 + 0.2 * 10`; // 2.1
/* Unary Operators */
f`${0.3} + -${0.1}`; // 0.2
/* Logical Operators (Returns 0/1 for value compatibility) */
f`41 == 41`; // 1
f`41 == 1`; // 0
f`41 != 41`; // 0
f`41 != 1`; // 1
f`1 <= 2`; // 1
f`1 <= 1`; // 1
f`1 <= 0`; // 0
f`1 < 2`; // 1
f`1 < 1`; // 0
f`1 < 1`; // 0
f`2 >= 1`; // 1
f`1 >= 1`; // 1
f`0 >= 1`; // 0
f`2 > 1`; // 1
f`1 > 1`; // 0
f`0 > 1`; // 0
Either write the numerical value as is in the template, or the template literal substitution is considered as an operand.
f`0.3 + -${0.1}`; // 0.2
Variables can be accessed using identifiers. The supported variables are:
f`E`; // Same as Math.E
f`LN10`; // Same as Math.LN10
f`LN2`; // Same as Math.LN2
f`LOG2E`; // Same as Math.LOG2E
f`LOG10E`; // Same as Math.LOG10E
f`PI`; // Same as Math.PI
f`SQRT1_2`; // Same as Math.SQRT1_2
f`SQRT2`; // Same as Math.SQRT2
You can call built-in functions by writing a Call expression.
f`trunc(12.34)`; // Returns the value by truncating the given value.
f`round(12.34)`; // Returns the given value rounded to the nearest integer.
f`floor(12.34)`; // Returns the greatest integer less than or equal to the given value.
f`ceil(12.34)`; // Returns the smallest integer greater than or equal to the given value.
f`abs(-1)`; // Returns the absolute value.
f`sqrt(2)`; // Returns the square root of 2.
@bignum/template
has is 8kB (without minify). (However, there is no ability to compile it in advance.)FAQs
Write formulas with template literals.
We found that @bignum/template demonstrated a healthy version release cadence and project activity because the last version was released less than a year ago. It has 0 open source maintainers collaborating on the project.
Did you know?
Socket for GitHub automatically highlights issues in each pull request and monitors the health of all your open source dependencies. Discover the contents of your packages and block harmful activity before you install or update your dependencies.
Security News
Oracle seeks to dismiss fraud claims in the JavaScript trademark dispute, delaying the case and avoiding questions about its right to the name.
Security News
The Linux Foundation is warning open source developers that compliance with global sanctions is mandatory, highlighting legal risks and restrictions on contributions.
Security News
Maven Central now validates Sigstore signatures, making it easier for developers to verify the provenance of Java packages.