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Copyright (C) 2012-present SheetJS
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.

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# frac
Rational approximation to a floating point number with bounded denominator.
Uses the [Mediant Method](https://en.wikipedia.org/wiki/Mediant_method).
This module also provides an implementation of the continued fraction method as
described by Aberth in "A method for exact computation with rational numbers".
The algorithm is used in <a href="http://sheetjs.com">SheetJS Libraries</a> to
replicate fraction formats.
## Installation
### JS
With [`npm`](https://www.npmjs.org/package/frac):
```bash
$ npm install frac
```
In the browser:
```html
<script src="frac.js"></script>
```
The script will manipulate `module.exports` if available . This is not always
desirable. To prevent the behavior, define `DO_NOT_EXPORT_FRAC`
### Python
From [`PyPI`](https://pypi.python.org/pypi/frac):
```bash
$ pip install frac
```
## Usage
In all cases, the relevant function takes 3 arguments:
- `x` the number we wish to approximate
- `D` the maximum denominator
- `mixed` if true, return a mixed fraction; if false, improper
The return value is an array of the form `[quot, num, den]` where `quot==0`
for improper fractions. `quot <= x` for mixed fractions, which may lead to some
unexpected results when rendering negative numbers.
### JS
The exported `frac` function implements the Mediant method.
`frac.cont` implements the Aberth algorithm
For example:
```js
> // var frac = require('frac'); // uncomment this line if in node
> frac(1.3, 9); // [ 0, 9, 7 ] // 1.3 ~ 9/7
> frac(1.3, 9, true); // [ 1, 2, 7 ] // 1.3 ~ 1 + 2/7
> frac(-1.3, 9); // [ 0, -9, 7 ] // -1.3 ~ -9/7
> frac(-1.3, 9, true); // [ -2, 5, 7 ] // -1.3 ~ -2 + 5/7
> frac.cont(1.3, 9); // [ 0, 4, 3 ] // 1.3 ~ 4/3
> frac.cont(1.3, 9, true); // [ 1, 1, 3 ] // 1.3 ~ 1 + 1/3
> frac.cont(-1.3, 9); // [ 0, -4, 3 ] // -1.3 ~ -4/3
> frac.cont(-1.3, 9, true); // [ -2, 2, 3 ] // -1.3 ~ -2 + 2/3
```
### Python
`frac.med` implements Mediant method.
`frac.cont` implements Aberth algorithm.
For example:
```py
>>> import frac
>>> frac.med(1.3, 9) ## [ 0, 9, 7 ] ## 1.3 ~ 9/7
>>> frac.med(1.3, 9, True) ## [ 1, 2, 7 ] ## 1.3 ~ 1 + 2/7
>>> frac.med(-1.3, 9) ## [ 0, -9, 7 ] ## -1.3 ~ -9/7
>>> frac.med(-1.3, 9, True) ## [ -2, 5, 7 ] ## -1.3 ~ -2 + 5/7
>>> frac.cont(1.3, 9) ## [ 0, 4, 3 ] ## 1.3 ~ 4/3
>>> frac.cont(1.3, 9, True) ## [ 1, 1, 3 ] ## 1.3 ~ 1 + 1/3
>>> frac.cont(-1.3, 9) ## [ 0, -4, 3 ] ## -1.3 ~ -4/3
>>> frac.cont(-1.3, 9, True) ## [ -2, 2, 3 ] ## -1.3 ~ -2 + 2/3
```
## Testing
The test TSV baselines in the `test_files` directory have four columns:
- Column A contains the raw values
- Column B format "Up to one digit (1/4)" (`denominator = 9`)
- Column C format "Up to two digits (21/25)" (`denominator = 99`)
- Column D format "Up to three digits (312/943)" (`denominator = 999`)
`make test` will run the node-based tests.
`make pytest` will run the python tests against the system Python version.
`make pypytest` will run the python tests against `pypy` if installed
## License
Please consult the attached LICENSE file for details. All rights not explicitly
granted by the Apache 2.0 License are reserved by the Original Author.
## Badges
[![Build Status](https://saucelabs.com/browser-matrix/frac.svg)](https://saucelabs.com/u/frac)
[![Build Status](https://travis-ci.org/SheetJS/frac.svg?branch=master)](https://travis-ci.org/SheetJS/frac)
[![Coverage Status](http://img.shields.io/coveralls/SheetJS/frac/master.svg)](https://coveralls.io/r/SheetJS/frac?branch=master)
[![NPM Downloads](https://img.shields.io/npm/dt/frac.svg)](https://npmjs.org/package/frac)
[![Dependencies Status](https://david-dm.org/sheetjs/frac/status.svg)](https://david-dm.org/sheetjs/frac)
[![ghit.me](https://ghit.me/badge.svg?repo=sheetjs/js-xlsx)](https://ghit.me/repo/sheetjs/js-xlsx)
[![Analytics](https://ga-beacon.appspot.com/UA-36810333-1/SheetJS/frac?pixel)](https://github.com/SheetJS/frac)

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Copyright (C) 2012-present SheetJS
Licensed under the Apache License, Version 2.0 (the "License");
you may not use this file except in compliance with the License.
You may obtain a copy of the License at
http://www.apache.org/licenses/LICENSE-2.0
Unless required by applicable law or agreed to in writing, software
distributed under the License is distributed on an "AS IS" BASIS,
WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
See the License for the specific language governing permissions and
limitations under the License.

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/* frac.js (C) 2012-present SheetJS -- http://sheetjs.com */
var frac = function frac(x, D, mixed) {
var n1 = Math.floor(x), d1 = 1;
var n2 = n1+1, d2 = 1;
if(x !== n1) while(d1 <= D && d2 <= D) {
var m = (n1 + n2) / (d1 + d2);
if(x === m) {
if(d1 + d2 <= D) { d1+=d2; n1+=n2; d2=D+1; }
else if(d1 > d2) d2=D+1;
else d1=D+1;
break;
}
else if(x < m) { n2 = n1+n2; d2 = d1+d2; }
else { n1 = n1+n2; d1 = d1+d2; }
}
if(d1 > D) { d1 = d2; n1 = n2; }
if(!mixed) return [0, n1, d1];
var q = Math.floor(n1/d1);
return [q, n1 - q*d1, d1];
};
frac.cont = function cont(x, D, mixed) {
var sgn = x < 0 ? -1 : 1;
var B = x * sgn;
var P_2 = 0, P_1 = 1, P = 0;
var Q_2 = 1, Q_1 = 0, Q = 0;
var A = Math.floor(B);
while(Q_1 < D) {
A = Math.floor(B);
P = A * P_1 + P_2;
Q = A * Q_1 + Q_2;
if((B - A) < 0.00000005) break;
B = 1 / (B - A);
P_2 = P_1; P_1 = P;
Q_2 = Q_1; Q_1 = Q;
}
if(Q > D) { if(Q_1 > D) { Q = Q_2; P = P_2; } else { Q = Q_1; P = P_1; } }
if(!mixed) return [0, sgn * P, Q];
var q = Math.floor(sgn * P/Q);
return [q, sgn*P - q*Q, Q];
};
// eslint-disable-next-line no-undef
if(typeof module !== 'undefined' && typeof DO_NOT_EXPORT_FRAC === 'undefined') module.exports = frac;

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/* frac.js (C) 2012-present SheetJS -- http://sheetjs.com */
var frac=function frac(x,D,mixed){var n1=Math.floor(x),d1=1;var n2=n1+1,d2=1;if(x!==n1)while(d1<=D&&d2<=D){var m=(n1+n2)/(d1+d2);if(x===m){if(d1+d2<=D){d1+=d2;n1+=n2;d2=D+1}else if(d1>d2)d2=D+1;else d1=D+1;break}else if(x<m){n2=n1+n2;d2=d1+d2}else{n1=n1+n2;d1=d1+d2}}if(d1>D){d1=d2;n1=n2}if(!mixed)return[0,n1,d1];var q=Math.floor(n1/d1);return[q,n1-q*d1,d1]};frac.cont=function cont(x,D,mixed){var sgn=x<0?-1:1;var B=x*sgn;var P_2=0,P_1=1,P=0;var Q_2=1,Q_1=0,Q=0;var A=Math.floor(B);while(Q_1<D){A=Math.floor(B);P=A*P_1+P_2;Q=A*Q_1+Q_2;if(B-A<5e-8)break;B=1/(B-A);P_2=P_1;P_1=P;Q_2=Q_1;Q_1=Q}if(Q>D){if(Q_1>D){Q=Q_2;P=P_2}else{Q=Q_1;P=P_1}}if(!mixed)return[0,sgn*P,Q];var q=Math.floor(sgn*P/Q);return[q,sgn*P-q*Q,Q]};if(typeof module!=="undefined"&&typeof DO_NOT_EXPORT_FRAC==="undefined")module.exports=frac;

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/* frac.js (C) 2012-present SheetJS -- http://sheetjs.com */
var frac = function frac(x, D, mixed) {
var n1 = Math.floor(x), d1 = 1;
var n2 = n1+1, d2 = 1;
if(x !== n1) while(d1 <= D && d2 <= D) {
var m = (n1 + n2) / (d1 + d2);
if(x === m) {
if(d1 + d2 <= D) { d1+=d2; n1+=n2; d2=D+1; }
else if(d1 > d2) d2=D+1;
else d1=D+1;
break;
}
else if(x < m) { n2 = n1+n2; d2 = d1+d2; }
else { n1 = n1+n2; d1 = d1+d2; }
}
if(d1 > D) { d1 = d2; n1 = n2; }
if(!mixed) return [0, n1, d1];
var q = Math.floor(n1/d1);
return [q, n1 - q*d1, d1];
};
frac.cont = function cont(x, D, mixed) {
var sgn = x < 0 ? -1 : 1;
var B = x * sgn;
var P_2 = 0, P_1 = 1, P = 0;
var Q_2 = 1, Q_1 = 0, Q = 0;
var A = Math.floor(B);
while(Q_1 < D) {
A = Math.floor(B);
P = A * P_1 + P_2;
Q = A * Q_1 + Q_2;
if((B - A) < 0.00000005) break;
B = 1 / (B - A);
P_2 = P_1; P_1 = P;
Q_2 = Q_1; Q_1 = Q;
}
if(Q > D) { if(Q_1 > D) { Q = Q_2; P = P_2; } else { Q = Q_1; P = P_1; } }
if(!mixed) return [0, sgn * P, Q];
var q = Math.floor(sgn * P/Q);
return [q, sgn*P - q*Q, Q];
};
// eslint-disable-next-line no-undef
if(typeof module !== 'undefined' && typeof DO_NOT_EXPORT_FRAC === 'undefined') module.exports = frac;

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{
"name": "frac",
"version": "1.1.2",
"author": "SheetJS",
"description": "Rational approximation with bounded denominator",
"keywords": [ "math", "fraction", "rational", "approximation" ],
"main": "./frac",
"types": "types",
"dependencies": {},
"devDependencies": {
"voc": "~1.1.0",
"mocha": "~2.5.3",
"blanket": "~1.2.3",
"codepage": "~1.10.0",
"@sheetjs/uglify-js": "~2.7.3",
"@types/node": "^8.0.7",
"dtslint": "^0.1.2",
"typescript": "2.2.0"
},
"repository": { "type":"git", "url":"git://github.com/SheetJS/frac.git" },
"scripts": {
"test": "make test",
"build": "make",
"lint": "make fullint",
"dtslint": "dtslint types"
},
"config": {
"blanket": {
"pattern": "frac.js"
}
},
"homepage": "http://sheetjs.com/opensource",
"bugs": { "url": "https://github.com/SheetJS/frac/issues" },
"license": "Apache-2.0",
"engines": { "node": ">=0.8" }
}

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/* frac.js (C) 2012-present SheetJS -- http://sheetjs.com */
// TypeScript Version: 2.2
export interface Frac$Module {
(x: number, D: number, mixed?: boolean): [number, number, number];
cont(x: number, D: number, mixed?: boolean): [number, number, number];
}
export const frac: Frac$Module;
export default frac;

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{
"compilerOptions": {
"module": "commonjs",
"lib": [ "es5" ],
"noImplicitAny": true,
"noImplicitThis": true,
"strictNullChecks": false,
"baseUrl": ".",
"paths": { "frac": ["."] },
"types": [],
"noEmit": true,
"forceConsistentCasingInFileNames": true
}
}

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{
"extends": "dtslint/dtslint.json",
"rules": {
"whitespace": false,
"no-sparse-arrays": false,
"only-arrow-functions": false,
"no-consecutive-blank-lines": false,
"prefer-conditional-expression": false,
"one-variable-per-declaration": false
}
}