Security News
38% of CISOs Fear They’re Not Moving Fast Enough on AI
CISOs are racing to adopt AI for cybersecurity, but hurdles in budgets and governance may leave some falling behind in the fight against cyber threats.
Precise Mathematical Functions
The following functions are supported:
You typically want to install preciso using the NPM CLI, pnpm, yarn, or something similar.
npm install preciso
If you don't have access to a bundler, you can "install" preciso using an HTML script tag, which will set a global preciso variable.
<script src="https://unpkg.com/preciso"></script>
<script>
console.log(preciso.abs("-10"));
// "10"
</script>
Infinity
and -Infinity
NaN
import abs from "preciso/absolute.js";
abs("-10");
"10"
Add two numbers together.
import add from "preciso/add.js";
add("0.1", "0.2"); // 0.1 + 0.2
"0.3"
import binomial_coefficient from "preciso/binomial_coefficient.js";
// 7 choose 3
binomial_coefficient("7", "3")
"35"
import compare from "preciso/compare.js";
compare("0.1", "0.2");
"<"
compare("0.1", "-0.2");
">"
compare("0.1", "+.1");
"="
import ceil from "preciso/ceil.js";
ceil(46);
"46"
ceil(-7.000000000000000000000000000000000000004);
"-7"
import cube_root from "preciso/cube_root.js";
cube_root("8"); // "2"
import divide from "preciso/divide.js";
divide("-714.7008086132632", "8135.725531"); // -714.7008086132632 / 8135.725531
// default is 100 decimal places of precision
'-0.0878472123832102762218908980055167989417759034280282678823325216230183564682007707223868489179001533'
Calculate Euler's Number, also known as e.
import e from "preciso/eulers_number.js";
e();
'2.7182818284590452353602874713526624977572470936999595749669676277240766303535475945713821785251664274'
e({ max_decimal_digits: 10 });
'2.7182818286'
Raise Euler's Number to the given power
import exp from "preciso/exp.js";
exp("-Infinity") // "0"
exp("-1") // "0.3678794411714423..."
exp("0") // "1"
exp("1") // "2.718281828459045..."
exp("2") // "7.389056098930650..."
exp("10") // "22026.46579480671..."
exp("Infinity") // "Infinity"
import factorial from "preciso/factorial.js";
factorial("0");
"1"
factorial("3");
"6"
factorial("10");
"3628800"
import flip_sign from "preciso/flip_sign.js";
flip_sign(10);
-10
flip_sign(-99)
99
// zero has no sign change
flip_sign(0)
0
import floor from "preciso/floor.js";
floor("45.9523663245126542371265437612538671523854172437561258367152356412734512");
"45"
floor("-45.95126753876125376512437641236512473654126345126534712653476152437651243");
"-46"
import mean from "preciso/mean.js";
mean(["1", "10", "4"])
"5"
mean(["1", "2", "8"], { max_decimal_digits: 3 })
"3.667"
mean(["1", "2", "8"], { ellipsis: true })
"3.666..."
Calculate Hypotenuse in two or more dimensions. This was inspired by Math.hypot.
import hypotenuse from "preciso/hypotenuse.js";
hypotenuse("3", "4")
"5"
// calculate in three or more dimensions
hypotenuse("3", "4", "5", { max_decimal_digits: 10 })
"7.0710678118"
// imaginary number support
hypotenuse("3i", "4i")
"5"
import max from "preciso/min.js";
max("0.1", "0.2"); // or max(["0.1", "0.2"]);
"0.2"
import min from "preciso/min.js";
min("0.1", "0.2"); // or min(["0.1", "0.2"]);
"0.1"
import multiply from "preciso/multiply.js";
multiply("-714.7008086132632", "8135.725531"); // -714.7008086132632 * 8135.725531
"-5814609.6156612701214627592"
// multiply three or more numbers
multiply("2", "3", "4");
"24"
// pass in an array of numerical strings
multiply(["2", "3", "4", "5"]);
"120"
Use ordinary least squares for simple linear regression.
ols(
[
["25", "651"],
["28", "762"],
["35", "853"],
["40", "1062"],
["46", "1190"],
["53", "1293"]
],
{ max_decimal_digits: 5 }
);
// variables for equation y = m * x + b
{
m: "23.41401", // slope
b: "82.66978" // y-intercept
}
import pow from "preciso/pow.js";
pow("2", "3")
"8"
pow("-2", "-3")
"-0.125"
// fractional exponents
pow("8", "1/3")
"0.5"
// set zero to the power of zero
pow("0", "0", { zero_to_the_power_of_zero: undefined })
undefined
Calculate reciprocal or multiplicative inverse
import reciprocal from "preciso/reciprocal.js"
reciprocal("0.1");
"10"
// return fraction if applicable
reciprocal("3/4", { fraction: true })
"4/3"
import remainder from "preciso/truncate.js";
remainder("10", "3"); // 10 % 3
"1"
remainder("-0.5", "2"); // -0.5 % 2
"-0.5"
Find the n-th root of a number
import root from "preciso/root.js";
// 4th root of 4096
root("4096", "4"); // 8
// 7th root of 1024
root("1024", "7", { max_decimal_digits: 50 })
'2.69180038526471226388566520750188380873249405355495'
// imaginary number
root("-4", "2"); // "-2i"
import round from "preciso/round.js";
round("0.99")
"1"
round("0.12345");
"0"
// round to the specified number of digits
round("0.12345", { digits: 2 })
"0.12"
import sign from "preciso/subtract.js";
sign("13e451");
"+"
sign("-0.123");
"-"
sign("-0.00");
""
import sort from "preciso/sort.js"
// default is sorting in ascending order (smallest to greatest)
sort(["1", "2", "3"])
["1", "2", "3"]
// sort in descending order from greatest to smallest
sort(["1", "2", "3"], { direction: "descending" })
["3", "2", "1"]
Calculate the softmax function
import softmax from "preciso/softmax.js";
// example data from https://en.wikipedia.org/wiki/Softmax_function
softmax(["1", "2", "3", "4", "1", "2", "3"], { max_decimal_digits: 8 });
["0.02364054", "0.06426166", "0.1746813", "0.474833", "0.02364054", "0.06426166", "0.1746813"]
import square_root from "preciso/square_root.js";
square_root("0.25"); // "0.5"
square_root("16"); // "4"
square_root("-49"); // "7i"
import subtract from "preciso/subtract.js";
subtract("10", "2.14"); // 10 - 2.14
"7.86"
Similar to add, but can take an array of more than two numbers.
import sum from "preciso/sum.js";
sum(["1", "2", "3"])
"6"
import truncate from "preciso/truncate.js";
truncate("-714.7008086132632"); // equivalent to Math.trunc(-714.7008086132632)
"-714"
FAQs
Precise Mathematical Functions
The npm package preciso receives a total of 0 weekly downloads. As such, preciso popularity was classified as not popular.
We found that preciso demonstrated a not healthy version release cadence and project activity because the last version was released a year ago. It has 1 open source maintainer 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
CISOs are racing to adopt AI for cybersecurity, but hurdles in budgets and governance may leave some falling behind in the fight against cyber threats.
Research
Security News
Socket researchers uncovered a backdoored typosquat of BoltDB in the Go ecosystem, exploiting Go Module Proxy caching to persist undetected for years.
Security News
Company News
Socket is joining TC54 to help develop standards for software supply chain security, contributing to the evolution of SBOMs, CycloneDX, and Package URL specifications.