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Coding in ES6, and published ES6 modules and UMD.\n- [API reference is complete](https://natade-jp.github.io/konpeito/docs/).\n\n## Features\nThis library has 4 functions.\n- BigInteger\n- BigDecimal\n- Fraction\n- Matrix\n\nHas the following features.\n- BigDecimal and Fraction are constructed by BigInteger.\n- Matrix is constructed by array of Complex.\n- Matrix can't use huge real numbers like BigInteger or BigDecimal, but they are powerful. Initialization can be described as Scilab, Octave, MATLAB.\n- Does not support sparse matrix.\n\nPlease check the console and main.mjs.\n- [BigDecimal](https://natade-jp.github.io/konpeito/html/examples/demos/BigDecimal/)\n- [BigInteger](https://natade-jp.github.io/konpeito/html/examples/demos/BigInteger/)\n- [Matrix](https://natade-jp.github.io/konpeito/html/examples/demos/Matrix/)\n- [UMD](https://natade-jp.github.io/konpeito/html/examples/demos/UMD/)\n\n## Install for node.js\n\n1. This library can be installed using [npm](https://www.npmjs.com/package/konpeito).\n```\nnpm install konpeito\n```\n\n2. Then you can include it in your code:\n```\nvar konpeito = require(\"konpeito\");\n```\n\nIf you want to use in the ES6 module, please execute with the following command.\n```\nnode --experimental-modules main.mjs\n```\n\n## Install for browser\n\n1. Download the [zip](https://github.com/natade-jp/konpeito/archive/master.zip) by [GitHub](https://github.com/natade-jp/konpeito).\n\n2. Please use mjs file when using ES6 modules. And use js file when using UMD.\n- `./build/konpeito.esm.min.js`\n- `./build/konpeito.umd.min.js`\n\n### with ES6 module.\n```html\n<script type=\"module\" src=\"./main.mjs\" charset=\"utf-8\"></script>\n```\n\n### with UMD\n```html\n<script src=\"./konpeito.umd.min.js\" charset=\"utf-8\"></script>\n<script src=\"./main.js\" charset=\"utf-8\"></script>\n```\n\n## Repository\n- https://github.com/natade-jp/konpeito.git\n\n## Sample\n\n### BigInteger\n- A calculation class for arbitrary-precision integer arithmetic.\n- BigInt of ES2019 is not used.\n\n```javascript\nconst konpeito = require(\"konpeito\");\nconst BigInteger = konpeito.BigInteger;\nconst $ = BigInteger.create;\n\nconsole.log($(\"-1234567890\").mul(\"987654321098765432109876543210\").toString());\n> -1219326311248285321124828532111263526900\n\nconsole.log($(\"7\").pow(\"50\").toString());\n> 1798465042647412146620280340569649349251249\n```\n\n### BigDecimal\n- A calculation class for arbitrary-precision floating point arithmetic.\n- The calculation uses the BigInteger.\n\n```javascript\nconst konpeito = require(\"konpeito\");\nconst BigDecimal = konpeito.BigDecimal;\nconst MathContext = konpeito.MathContext;\nconst $ = BigDecimal.create;\n\nBigDecimal.setDefaultContext(MathContext.UNLIMITED);\nconsole.log($(\"-123456.7890\").mul(\"987654321098765.432109876543210\").toString());\n> -121932631124828532112.4828532111263526900\n```\n\n### Fraction\n- A calculation class for fractions with infinite precision.\n- The calculation uses the BigInteger.\n\n```javascript\nconst konpeito = require(\"konpeito\");\nconst Fraction = konpeito.Fraction;\nconst $ = Fraction.create;\n\nconsole.log($(\"1/3\").add(\"0.(3)\").mul(10).toString());\n> 20 / 3\n```\n\n### Matrix\n- Matrix is a general-purpose calculation class with signal processing and statistical processing.\n- The calculation uses the Complex.\n- Some methods do not support complex arithmetic.\n\n```javascript\nconst konpeito = require(\"konpeito\");\nconst Matrix = konpeito.Matrix;\nconst $ = Matrix.create;\n\nconsole.log($(\"[1 2;3 4;5 6]\").toString());\n>\n 1  2\n 3  4\n 5  6\nconst USV = $(\"[1 2;3 4;5 6]\").svd();\nconsole.log(USV.U.toString());\n> \n 0.2298 -0.8835  0.4082\n 0.5247 -0.2408 -0.8165\n 0.8196  0.4019  0.4082\nconsole.log(USV.S.toString());\n> \n 9.5255  0.0000\n 0.0000  0.5143\n 0.0000  0.0000\nconsole.log(USV.V.toString());\n> \n 0.7849  0.6196\n-0.6196  0.7849\nconsole.log(USV.U.mul(USV.S).mul(USV.V.T()).toString());\n> \n 1.0000  2.0000\n 3.0000  4.0000\n 5.0000  6.0000\n\nconsole.log($(\"[1+j 2-3j -3 -4]\").fft().toString());\n> -4.0000 - 2.0000i  1.0000 - 5.0000i  0.0000 + 4.0000i  7.0000 + 7.0000i\n\nconsole.log($(\"[1 2 30]\").dct().toString());\n> 19.0526 -20.5061  11.0227\n```\n","readmeFilename":"README.md"}