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mathjs

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Math.js is an extensive math library for JavaScript and Node.js. It features a flexible expression parser with support for symbolic computation, comes with a large set of built-in functions and constants, and offers an integrated solution to work with dif

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'use strict' const object = require('./utils/object') const bigConstants = require('./utils/bignumber/constants') function factory (type, config, load, typed, math) { // listen for changed in the configuration, automatically reload // constants when needed math.on('config', function (curr, prev) { if (curr.number !== prev.number) { factory(type, config, load, typed, math) } }) setConstant(math, 'true', true) setConstant(math, 'false', false) setConstant(math, 'null', null) setConstant(math, 'uninitialized', 'Error: Constant uninitialized is removed since v4.0.0. Use null instead') if (config.number === 'BigNumber') { setConstant(math, 'Infinity', new type.BigNumber(Infinity)) setConstant(math, 'NaN', new type.BigNumber(NaN)) setLazyConstant(math, 'pi', function () { return bigConstants.pi(type.BigNumber) }) setLazyConstant(math, 'tau', function () { return bigConstants.tau(type.BigNumber) }) setLazyConstant(math, 'e', function () { return bigConstants.e(type.BigNumber) }) setLazyConstant(math, 'phi', function () { return bigConstants.phi(type.BigNumber) }) // golden ratio, (1+sqrt(5))/2 // uppercase constants (for compatibility with built-in Math) setLazyConstant(math, 'E', function () { return math.e }) setLazyConstant(math, 'LN2', function () { return new type.BigNumber(2).ln() }) setLazyConstant(math, 'LN10', function () { return new type.BigNumber(10).ln() }) setLazyConstant(math, 'LOG2E', function () { return new type.BigNumber(1).div(new type.BigNumber(2).ln()) }) setLazyConstant(math, 'LOG10E', function () { return new type.BigNumber(1).div(new type.BigNumber(10).ln()) }) setLazyConstant(math, 'PI', function () { return math.pi }) setLazyConstant(math, 'SQRT1_2', function () { return new type.BigNumber('0.5').sqrt() }) setLazyConstant(math, 'SQRT2', function () { return new type.BigNumber(2).sqrt() }) } else { setConstant(math, 'Infinity', Infinity) setConstant(math, 'NaN', NaN) setConstant(math, 'pi', Math.PI) setConstant(math, 'tau', Math.PI * 2) setConstant(math, 'e', Math.E) setConstant(math, 'phi', 1.61803398874989484820458683436563811772030917980576286213545) // golden ratio, (1+sqrt(5))/2 // uppercase constants (for compatibility with built-in Math) setConstant(math, 'E', math.e) setConstant(math, 'LN2', Math.LN2) setConstant(math, 'LN10', Math.LN10) setConstant(math, 'LOG2E', Math.LOG2E) setConstant(math, 'LOG10E', Math.LOG10E) setConstant(math, 'PI', math.pi) setConstant(math, 'SQRT1_2', Math.SQRT1_2) setConstant(math, 'SQRT2', Math.SQRT2) } // complex i if (type.Complex) { setConstant(math, 'i', type.Complex.I) } // meta information setConstant(math, 'version', require('./version')) } // create a constant in both math and mathWithTransform function setConstant (math, name, value) { math[name] = value math.expression.mathWithTransform[name] = value } // create a lazy constant in both math and mathWithTransform function setLazyConstant (math, name, resolver) { object.lazy(math, name, resolver) object.lazy(math.expression.mathWithTransform, name, resolver) } exports.factory = factory exports.lazy = false // no lazy loading of constants, the constants themselves are lazy when needed exports.math = true // request access to the math namespace