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October 5, 2017 01:00
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var regression = require('regression'); | |
var bands = [ 0,50,100,300,1000 ]; | |
var inputPoints = []; | |
$(function() { | |
$('#bands').val(bands.join(',')) | |
$('#bands').on('change', (e) => { | |
try { | |
bands = e.target.value.split(',').map(parseInt); | |
} | |
catch(e) { | |
bands = []; | |
} | |
}) | |
$('#values').on('change', (e) => { | |
try { | |
inputPoints = Papa.parse(e.target.value).data; | |
inputPoints = inputPoints.map((pair) => ( | |
pair.map((pt) => parseFloat(pt)) | |
)); | |
} | |
catch(e) { | |
inputPoints = []; | |
} | |
}); | |
$('button').click(() => { | |
console.log(bands); | |
for(let i=0; i < bands.length; ++i) { | |
let txt = ''; | |
const lowerBound = bands[i]; | |
const upperBound = bands[i+1] || bands.length; | |
txt += `Band: ${lowerBound} ${upperBound}`; | |
console.log(regression.exponential(inputPoints.slice(lowerBound, upperBound), {order: 4, precision:4})); | |
$('#result').append(`<div> ${txt} </div>`) | |
} | |
}) | |
}) | |
/*! | |
Papa Parse | |
v4.3.2 | |
https://github.com/mholt/PapaParse | |
*/ | |
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/** | |
* @license | |
* | |
* Regression.JS - Regression functions for javascript | |
* http://tom-alexander.github.com/regression-js/ | |
* | |
* copyright(c) 2013 Tom Alexander | |
* Licensed under the MIT license. | |
* | |
* @module regression - Least-squares regression functions for JavaScript | |
**/ | |
!function(a,b){var c;return c="function"==typeof define&&define.amd?define("regression",b):"undefined"!=typeof module?module.exports=b():a.regression=b()}(this,function(){"use strict";function a(a,b){var c=a.reduce(function(a,b){return a+b[1]},0),d=c/a.length,e=a.reduce(function(a,b){var c=b[1]-d;return a+c*c},0),f=a.reduce(function(a,c,d){var e=b[d],f=c[1]-e[1];return a+f*f},0);return 1-f/e}function b(a,b){var c=0,d=0,e=0,f=0,g=0,h=a.length-1,i=new Array(b);for(c=0;h>c;c++){for(f=c,d=c+1;h>d;d++)Math.abs(a[c][d])>Math.abs(a[c][f])&&(f=d);for(e=c;h+1>e;e++)g=a[e][c],a[e][c]=a[e][f],a[e][f]=g;for(d=c+1;h>d;d++)for(e=h;e>=c;e--)a[e][d]-=a[e][c]*a[c][d]/a[c][c]}for(d=h-1;d>=0;d--){for(g=0,e=d+1;h>e;e++)g+=a[e][d]*i[e];i[d]=(a[h][d]-g)/a[d][d]}return i}function c(a,b){var c=Math.pow(10,b);return Math.round(a*c)/c}var d,e=2,f={linear:function(b,d,e){for(var f,g,h,i=[0,0,0,0,0],j=b.length,k=0;j>k;k++)null!==b[k][1]&&(i[0]+=b[k][0],i[1]+=b[k][1],i[2]+=b[k][0]*b[k][0],i[3]+=b[k][0]*b[k][1],i[4]+=b[k][1]*b[k][1]);return g=(j*i[3]-i[0]*i[1])/(j*i[2]-i[0]*i[0]),h=i[1]/j-g*i[0]/j,f=b.map(function(a){var b=a[0];return[b,g*b+h]}),{r2:a(b,f),equation:[g,h],points:f,string:"y = "+c(g,e.precision)+"x + "+c(h,e.precision)}},linearthroughorigin:function(b,d,e){for(var f,g,h=[0,0],i=0;i<b.length;i++)null!==b[i][1]&&(h[0]+=b[i][0]*b[i][0],h[1]+=b[i][0]*b[i][1]);return f=h[1]/h[0],g=b.map(function(a){var b=a[0];return[b,f*b]}),{r2:a(b,g),equation:[f],points:g,string:"y = "+c(f,e.precision)+"x"}},exponential:function(b,d,e){for(var f,g,h,i,j=[0,0,0,0,0,0],k=0;k<b.length;k++)null!==b[k][1]&&(j[0]+=b[k][0],j[1]+=b[k][1],j[2]+=b[k][0]*b[k][0]*b[k][1],j[3]+=b[k][1]*Math.log(b[k][1]),j[4]+=b[k][0]*b[k][1]*Math.log(b[k][1]),j[5]+=b[k][0]*b[k][1]);return f=j[1]*j[2]-j[5]*j[5],g=Math.exp((j[2]*j[3]-j[5]*j[4])/f),h=(j[1]*j[4]-j[5]*j[3])/f,i=b.map(function(a){var b=a[0];return[b,g*Math.exp(h*b)]}),{r2:a(b,i),equation:[g,h],points:i,string:"y = "+c(g,e.precision)+"e^("+c(h,e.precision)+"x)"}},logarithmic:function(b,d,e){for(var f,g,h,i=[0,0,0,0],j=b.length,k=0;j>k;k++)null!==b[k][1]&&(i[0]+=Math.log(b[k][0]),i[1]+=b[k][1]*Math.log(b[k][0]),i[2]+=b[k][1],i[3]+=Math.pow(Math.log(b[k][0]),2));return g=(j*i[1]-i[2]*i[0])/(j*i[3]-i[0]*i[0]),f=(i[2]-g*i[0])/j,h=b.map(function(a){var b=a[0];return[b,f+g*Math.log(b)]}),{r2:a(b,h),equation:[f,g],points:h,string:"y = "+c(f,e.precision)+" + "+c(g,e.precision)+" ln(x)"}},power:function(b,d,e){for(var f,g,h,i=[0,0,0,0],j=b.length,k=0;j>k;k++)null!==b[k][1]&&(i[0]+=Math.log(b[k][0]),i[1]+=Math.log(b[k][1])*Math.log(b[k][0]),i[2]+=Math.log(b[k][1]),i[3]+=Math.pow(Math.log(b[k][0]),2));return g=(j*i[1]-i[2]*i[0])/(j*i[3]-i[0]*i[0]),f=Math.exp((i[2]-g*i[0])/j),h=b.map(function(a){var b=a[0];return[b,f*Math.pow(b,g)]}),{r2:a(b,h),equation:[f,g],points:h,string:"y = "+c(f,e.precision)+"x^"+c(g,e.precision)}},polynomial:function(d,e,f){var g,h,i,j,k,l,m,n,o=[],p=[],q=0,r=0,s=d.length;for(h="undefined"==typeof e?3:e+1,i=0;h>i;i++){for(k=0;s>k;k++)null!==d[k][1]&&(q+=Math.pow(d[k][0],i)*d[k][1]);for(o.push(q),q=0,g=[],j=0;h>j;j++){for(k=0;s>k;k++)null!==d[k][1]&&(r+=Math.pow(d[k][0],i+j));g.push(r),r=0}p.push(g)}for(p.push(o),m=b(p,h),l=d.map(function(a){var b=a[0],c=m.reduce(function(a,c,d){return a+c*Math.pow(b,d)},0);return[b,c]}),n="y = ",i=m.length-1;i>=0;i--)n+=i>1?c(m[i],f.precision)+"x^"+i+" + ":1===i?c(m[i],f.precision)+"x + ":c(m[i],f.precision);return{r2:a(d,l),equation:m,points:l,string:n}},lastvalue:function(b,d,e){for(var f=[],g=null,h=0;h<b.length;h++)null!==b[h][1]&&isFinite(b[h][1])?(g=b[h][1],f.push([b[h][0],b[h][1]])):f.push([b[h][0],g]);return{r2:a(b,f),equation:[g],points:f,string:""+c(g,e.precision)}}};return d=function(a,b,c,d){var g="object"==typeof c&&"undefined"==typeof d?c:d||{};return g.precision||(g.precision=e),"string"==typeof a?f[a.toLowerCase()](b,c,g):null}}); |
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setTimeout(function(){ | |
;require=(function e(t,n,r){function s(o,u){if(!n[o]){if(!t[o]){var a=typeof require=="function"&&require;if(!u&&a)return a(o,!0);if(i)return i(o,!0);var f=new Error("Cannot find module '"+o+"'");throw f.code="MODULE_NOT_FOUND",f}var l=n[o]={exports:{}};t[o][0].call(l.exports,function(e){var n=t[o][1][e];return s(n?n:e)},l,l.exports,e,t,n,r)}return n[o].exports}var i=typeof require=="function"&&require;for(var o=0;o<r.length;o++)s(r[o]);return s})({"regression":[function(require,module,exports){ | |
(function (global, factory) { | |
if (typeof define === "function" && define.amd) { | |
define(['module'], factory); | |
} else if (typeof exports !== "undefined") { | |
factory(module); | |
} else { | |
var mod = { | |
exports: {} | |
}; | |
factory(mod); | |
global.regression = mod.exports; | |
} | |
})(this, function (module) { | |
'use strict'; | |
function _defineProperty(obj, key, value) { | |
if (key in obj) { | |
Object.defineProperty(obj, key, { | |
value: value, | |
enumerable: true, | |
configurable: true, | |
writable: true | |
}); | |
} else { | |
obj[key] = value; | |
} | |
return obj; | |
} | |
var _extends = Object.assign || function (target) { | |
for (var i = 1; i < arguments.length; i++) { | |
var source = arguments[i]; | |
for (var key in source) { | |
if (Object.prototype.hasOwnProperty.call(source, key)) { | |
target[key] = source[key]; | |
} | |
} | |
} | |
return target; | |
}; | |
function _toConsumableArray(arr) { | |
if (Array.isArray(arr)) { | |
for (var i = 0, arr2 = Array(arr.length); i < arr.length; i++) { | |
arr2[i] = arr[i]; | |
} | |
return arr2; | |
} else { | |
return Array.from(arr); | |
} | |
} | |
var DEFAULT_OPTIONS = { order: 2, precision: 2, period: null }; | |
/** | |
* Determine the coefficient of determination (r^2) of a fit from the observations | |
* and predictions. | |
* | |
* @param {Array<Array<number>>} data - Pairs of observed x-y values | |
* @param {Array<Array<number>>} results - Pairs of observed predicted x-y values | |
* | |
* @return {number} - The r^2 value, or NaN if one cannot be calculated. | |
*/ | |
function determinationCoefficient(data, results) { | |
var predictions = []; | |
var observations = []; | |
data.forEach(function (d, i) { | |
if (d[1] !== null) { | |
observations.push(d); | |
predictions.push(results[i]); | |
} | |
}); | |
var sum = observations.reduce(function (a, observation) { | |
return a + observation[1]; | |
}, 0); | |
var mean = sum / observations.length; | |
var ssyy = observations.reduce(function (a, observation) { | |
var difference = observation[1] - mean; | |
return a + difference * difference; | |
}, 0); | |
var sse = observations.reduce(function (accum, observation, index) { | |
var prediction = predictions[index]; | |
var residual = observation[1] - prediction[1]; | |
return accum + residual * residual; | |
}, 0); | |
return 1 - sse / ssyy; | |
} | |
/** | |
* Determine the solution of a system of linear equations A * x = b using | |
* Gaussian elimination. | |
* | |
* @param {Array<Array<number>>} input - A 2-d matrix of data in row-major form [ A | b ] | |
* @param {number} order - How many degrees to solve for | |
* | |
* @return {Array<number>} - Vector of normalized solution coefficients matrix (x) | |
*/ | |
function gaussianElimination(input, order) { | |
var matrix = input; | |
var n = input.length - 1; | |
var coefficients = [order]; | |
for (var i = 0; i < n; i++) { | |
var maxrow = i; | |
for (var j = i + 1; j < n; j++) { | |
if (Math.abs(matrix[i][j]) > Math.abs(matrix[i][maxrow])) { | |
maxrow = j; | |
} | |
} | |
for (var k = i; k < n + 1; k++) { | |
var tmp = matrix[k][i]; | |
matrix[k][i] = matrix[k][maxrow]; | |
matrix[k][maxrow] = tmp; | |
} | |
for (var _j = i + 1; _j < n; _j++) { | |
for (var _k = n; _k >= i; _k--) { | |
matrix[_k][_j] -= matrix[_k][i] * matrix[i][_j] / matrix[i][i]; | |
} | |
} | |
} | |
for (var _j2 = n - 1; _j2 >= 0; _j2--) { | |
var total = 0; | |
for (var _k2 = _j2 + 1; _k2 < n; _k2++) { | |
total += matrix[_k2][_j2] * coefficients[_k2]; | |
} | |
coefficients[_j2] = (matrix[n][_j2] - total) / matrix[_j2][_j2]; | |
} | |
return coefficients; | |
} | |
/** | |
* Round a number to a precision, specificed in number of decimal places | |
* | |
* @param {number} number - The number to round | |
* @param {number} precision - The number of decimal places to round to: | |
* > 0 means decimals, < 0 means powers of 10 | |
* | |
* | |
* @return {numbr} - The number, rounded | |
*/ | |
function round(number, precision) { | |
var factor = Math.pow(10, precision); | |
return Math.round(number * factor) / factor; | |
} | |
/** | |
* The set of all fitting methods | |
* | |
* @namespace | |
*/ | |
var methods = { | |
linear: function linear(data, options) { | |
var sum = [0, 0, 0, 0, 0]; | |
var len = 0; | |
for (var n = 0; n < data.length; n++) { | |
if (data[n][1] !== null) { | |
len++; | |
sum[0] += data[n][0]; | |
sum[1] += data[n][1]; | |
sum[2] += data[n][0] * data[n][0]; | |
sum[3] += data[n][0] * data[n][1]; | |
sum[4] += data[n][1] * data[n][1]; | |
} | |
} | |
var run = len * sum[2] - sum[0] * sum[0]; | |
var rise = len * sum[3] - sum[0] * sum[1]; | |
var gradient = run === 0 ? 0 : round(rise / run, options.precision); | |
var intercept = round(sum[1] / len - gradient * sum[0] / len, options.precision); | |
var predict = function predict(x) { | |
return [round(x, options.precision), round(gradient * x + intercept, options.precision)]; | |
}; | |
var points = data.map(function (point) { | |
return predict(point[0]); | |
}); | |
return { | |
points: points, | |
predict: predict, | |
equation: [gradient, intercept], | |
r2: round(determinationCoefficient(data, points), options.precision), | |
string: intercept === 0 ? 'y = ' + gradient + 'x' : 'y = ' + gradient + 'x + ' + intercept | |
}; | |
}, | |
exponential: function exponential(data, options) { | |
var sum = [0, 0, 0, 0, 0, 0]; | |
for (var n = 0; n < data.length; n++) { | |
if (data[n][1] !== null) { | |
sum[0] += data[n][0]; | |
sum[1] += data[n][1]; | |
sum[2] += data[n][0] * data[n][0] * data[n][1]; | |
sum[3] += data[n][1] * Math.log(data[n][1]); | |
sum[4] += data[n][0] * data[n][1] * Math.log(data[n][1]); | |
sum[5] += data[n][0] * data[n][1]; | |
} | |
} | |
var denominator = sum[1] * sum[2] - sum[5] * sum[5]; | |
var a = Math.exp((sum[2] * sum[3] - sum[5] * sum[4]) / denominator); | |
var b = (sum[1] * sum[4] - sum[5] * sum[3]) / denominator; | |
var coeffA = round(a, options.precision); | |
var coeffB = round(b, options.precision); | |
var predict = function predict(x) { | |
return [round(x, options.precision), round(coeffA * Math.exp(coeffB * x), options.precision)]; | |
}; | |
var points = data.map(function (point) { | |
return predict(point[0]); | |
}); | |
return { | |
points: points, | |
predict: predict, | |
equation: [coeffA, coeffB], | |
string: 'y = ' + coeffA + 'e^(' + coeffB + 'x)', | |
r2: round(determinationCoefficient(data, points), options.precision) | |
}; | |
}, | |
logarithmic: function logarithmic(data, options) { | |
var sum = [0, 0, 0, 0]; | |
var len = data.length; | |
for (var n = 0; n < len; n++) { | |
if (data[n][1] !== null) { | |
sum[0] += Math.log(data[n][0]); | |
sum[1] += data[n][1] * Math.log(data[n][0]); | |
sum[2] += data[n][1]; | |
sum[3] += Math.pow(Math.log(data[n][0]), 2); | |
} | |
} | |
var a = (len * sum[1] - sum[2] * sum[0]) / (len * sum[3] - sum[0] * sum[0]); | |
var coeffB = round(a, options.precision); | |
var coeffA = round((sum[2] - coeffB * sum[0]) / len, options.precision); | |
var predict = function predict(x) { | |
return [round(x, options.precision), round(round(coeffA + coeffB * Math.log(x), options.precision), options.precision)]; | |
}; | |
var points = data.map(function (point) { | |
return predict(point[0]); | |
}); | |
return { | |
points: points, | |
predict: predict, | |
equation: [coeffA, coeffB], | |
string: 'y = ' + coeffA + ' + ' + coeffB + ' ln(x)', | |
r2: round(determinationCoefficient(data, points), options.precision) | |
}; | |
}, | |
power: function power(data, options) { | |
var sum = [0, 0, 0, 0, 0]; | |
var len = data.length; | |
for (var n = 0; n < len; n++) { | |
if (data[n][1] !== null) { | |
sum[0] += Math.log(data[n][0]); | |
sum[1] += Math.log(data[n][1]) * Math.log(data[n][0]); | |
sum[2] += Math.log(data[n][1]); | |
sum[3] += Math.pow(Math.log(data[n][0]), 2); | |
} | |
} | |
var b = (len * sum[1] - sum[0] * sum[2]) / (len * sum[3] - Math.pow(sum[0], 2)); | |
var a = (sum[2] - b * sum[0]) / len; | |
var coeffA = round(Math.exp(a), options.precision); | |
var coeffB = round(b, options.precision); | |
var predict = function predict(x) { | |
return [round(x, options.precision), round(round(coeffA * Math.pow(x, coeffB), options.precision), options.precision)]; | |
}; | |
var points = data.map(function (point) { | |
return predict(point[0]); | |
}); | |
return { | |
points: points, | |
predict: predict, | |
equation: [coeffA, coeffB], | |
string: 'y = ' + coeffA + 'x^' + coeffB, | |
r2: round(determinationCoefficient(data, points), options.precision) | |
}; | |
}, | |
polynomial: function polynomial(data, options) { | |
var lhs = []; | |
var rhs = []; | |
var a = 0; | |
var b = 0; | |
var len = data.length; | |
var k = options.order + 1; | |
for (var i = 0; i < k; i++) { | |
for (var l = 0; l < len; l++) { | |
if (data[l][1] !== null) { | |
a += Math.pow(data[l][0], i) * data[l][1]; | |
} | |
} | |
lhs.push(a); | |
a = 0; | |
var c = []; | |
for (var j = 0; j < k; j++) { | |
for (var _l = 0; _l < len; _l++) { | |
if (data[_l][1] !== null) { | |
b += Math.pow(data[_l][0], i + j); | |
} | |
} | |
c.push(b); | |
b = 0; | |
} | |
rhs.push(c); | |
} | |
rhs.push(lhs); | |
var coefficients = gaussianElimination(rhs, k).map(function (v) { | |
return round(v, options.precision); | |
}); | |
var predict = function predict(x) { | |
return [round(x, options.precision), round(coefficients.reduce(function (sum, coeff, power) { | |
return sum + coeff * Math.pow(x, power); | |
}, 0), options.precision)]; | |
}; | |
var points = data.map(function (point) { | |
return predict(point[0]); | |
}); | |
var string = 'y = '; | |
for (var _i = coefficients.length - 1; _i >= 0; _i--) { | |
if (_i > 1) { | |
string += coefficients[_i] + 'x^' + _i + ' + '; | |
} else if (_i === 1) { | |
string += coefficients[_i] + 'x + '; | |
} else { | |
string += coefficients[_i]; | |
} | |
} | |
return { | |
string: string, | |
points: points, | |
predict: predict, | |
equation: [].concat(_toConsumableArray(coefficients)).reverse(), | |
r2: round(determinationCoefficient(data, points), options.precision) | |
}; | |
} | |
}; | |
function createWrapper() { | |
var reduce = function reduce(accumulator, name) { | |
return _extends({ | |
_round: round | |
}, accumulator, _defineProperty({}, name, function (data, supplied) { | |
return methods[name](data, _extends({}, DEFAULT_OPTIONS, supplied)); | |
})); | |
}; | |
return Object.keys(methods).reduce(reduce, {}); | |
} | |
module.exports = createWrapper(); | |
}); | |
},{}]},{},[]) | |
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i < arguments.length; i++) {\n      var source = arguments[i];\n\n      for (var key in source) {\n        if (Object.prototype.hasOwnProperty.call(source, key)) {\n          target[key] = source[key];\n        }\n      }\n    }\n\n    return target;\n  };\n\n  function _toConsumableArray(arr) {\n    if (Array.isArray(arr)) {\n      for (var i = 0, arr2 = Array(arr.length); i < arr.length; i++) {\n        arr2[i] = arr[i];\n      }\n\n      return arr2;\n    } else {\n      return Array.from(arr);\n    }\n  }\n\n  var DEFAULT_OPTIONS = { order: 2, precision: 2, period: null };\n\n  /**\n  * Determine the coefficient of determination (r^2) of a fit from the observations\n  * and predictions.\n  *\n  * @param {Array<Array<number>>} data - Pairs of observed x-y values\n  * @param {Array<Array<number>>} results - Pairs of observed predicted x-y values\n  *\n  * @return {number} - The r^2 value, or NaN if one cannot be calculated.\n  */\n  function determinationCoefficient(data, results) {\n    var predictions = [];\n    var observations = [];\n\n    data.forEach(function (d, i) {\n      if (d[1] !== null) {\n        observations.push(d);\n        predictions.push(results[i]);\n      }\n    });\n\n    var sum = observations.reduce(function (a, observation) {\n      return a + observation[1];\n    }, 0);\n    var mean = sum / observations.length;\n\n    var ssyy = observations.reduce(function (a, observation) {\n      var difference = observation[1] - mean;\n      return a + difference * difference;\n    }, 0);\n\n    var sse = observations.reduce(function (accum, observation, index) {\n      var prediction = predictions[index];\n      var residual = observation[1] - prediction[1];\n      return accum + residual * residual;\n    }, 0);\n\n    return 1 - sse / ssyy;\n  }\n\n  /**\n  * Determine the solution of a system of linear equations A * x = b using\n  * Gaussian elimination.\n  *\n  * @param {Array<Array<number>>} input - A 2-d matrix of data in row-major form [ A | b ]\n  * @param {number} order - How many degrees to solve for\n  *\n  * @return {Array<number>} - Vector of normalized solution coefficients matrix (x)\n  */\n  function gaussianElimination(input, order) {\n    var matrix = input;\n    var n = input.length - 1;\n    var coefficients = [order];\n\n    for (var i = 0; i < n; i++) {\n      var maxrow = i;\n      for (var j = i + 1; j < n; j++) {\n        if (Math.abs(matrix[i][j]) > Math.abs(matrix[i][maxrow])) {\n          maxrow = j;\n        }\n      }\n\n      for (var k = i; k < n + 1; k++) {\n        var tmp = matrix[k][i];\n        matrix[k][i] = matrix[k][maxrow];\n        matrix[k][maxrow] = tmp;\n      }\n\n      for (var _j = i + 1; _j < n; _j++) {\n        for (var _k = n; _k >= i; _k--) {\n          matrix[_k][_j] -= matrix[_k][i] * matrix[i][_j] / matrix[i][i];\n        }\n      }\n    }\n\n    for (var _j2 = n - 1; _j2 >= 0; _j2--) {\n      var total = 0;\n      for (var _k2 = _j2 + 1; _k2 < n; _k2++) {\n        total += matrix[_k2][_j2] * coefficients[_k2];\n      }\n\n      coefficients[_j2] = (matrix[n][_j2] - total) / matrix[_j2][_j2];\n    }\n\n    return coefficients;\n  }\n\n  /**\n  * Round a number to a precision, specificed in number of decimal places\n  *\n  * @param {number} number - The number to round\n  * @param {number} precision - The number of decimal places to round to:\n  *                             > 0 means decimals, < 0 means powers of 10\n  *\n  *\n  * @return {numbr} - The number, rounded\n  */\n  function round(number, precision) {\n    var factor = Math.pow(10, precision);\n    return Math.round(number * factor) / factor;\n  }\n\n  /**\n  * The set of all fitting methods\n  *\n  * @namespace\n  */\n  var methods = {\n    linear: function linear(data, options) {\n      var sum = [0, 0, 0, 0, 0];\n      var len = 0;\n\n      for (var n = 0; n < data.length; n++) {\n        if (data[n][1] !== null) {\n          len++;\n          sum[0] += data[n][0];\n          sum[1] += data[n][1];\n          sum[2] += data[n][0] * data[n][0];\n          sum[3] += data[n][0] * data[n][1];\n          sum[4] += data[n][1] * data[n][1];\n        }\n      }\n\n      var run = len * sum[2] - sum[0] * sum[0];\n      var rise = len * sum[3] - sum[0] * sum[1];\n      var gradient = run === 0 ? 0 : round(rise / run, options.precision);\n      var intercept = round(sum[1] / len - gradient * sum[0] / len, options.precision);\n\n      var predict = function predict(x) {\n        return [round(x, options.precision), round(gradient * x + intercept, options.precision)];\n      };\n\n      var points = data.map(function (point) {\n        return predict(point[0]);\n      });\n\n      return {\n        points: points,\n        predict: predict,\n        equation: [gradient, intercept],\n        r2: round(determinationCoefficient(data, points), options.precision),\n        string: intercept === 0 ? 'y = ' + gradient + 'x' : 'y = ' + gradient + 'x + ' + intercept\n      };\n    },\n    exponential: function exponential(data, options) {\n      var sum = [0, 0, 0, 0, 0, 0];\n\n      for (var n = 0; n < data.length; n++) {\n        if (data[n][1] !== null) {\n          sum[0] += data[n][0];\n          sum[1] += data[n][1];\n          sum[2] += data[n][0] * data[n][0] * data[n][1];\n          sum[3] += data[n][1] * Math.log(data[n][1]);\n          sum[4] += data[n][0] * data[n][1] * Math.log(data[n][1]);\n          sum[5] += data[n][0] * data[n][1];\n        }\n      }\n\n      var denominator = sum[1] * sum[2] - sum[5] * sum[5];\n      var a = Math.exp((sum[2] * sum[3] - sum[5] * sum[4]) / denominator);\n      var b = (sum[1] * sum[4] - sum[5] * sum[3]) / denominator;\n      var coeffA = round(a, options.precision);\n      var coeffB = round(b, options.precision);\n      var predict = function predict(x) {\n        return [round(x, options.precision), round(coeffA * Math.exp(coeffB * x), options.precision)];\n      };\n\n      var points = data.map(function (point) {\n        return predict(point[0]);\n      });\n\n      return {\n        points: points,\n        predict: predict,\n        equation: [coeffA, coeffB],\n        string: 'y = ' + coeffA + 'e^(' + coeffB + 'x)',\n        r2: round(determinationCoefficient(data, points), options.precision)\n      };\n    },\n    logarithmic: function logarithmic(data, options) {\n      var sum = [0, 0, 0, 0];\n      var len = data.length;\n\n      for (var n = 0; n < len; n++) {\n        if (data[n][1] !== null) {\n          sum[0] += Math.log(data[n][0]);\n          sum[1] += data[n][1] * Math.log(data[n][0]);\n          sum[2] += data[n][1];\n          sum[3] += Math.pow(Math.log(data[n][0]), 2);\n        }\n      }\n\n      var a = (len * sum[1] - sum[2] * sum[0]) / (len * sum[3] - sum[0] * sum[0]);\n      var coeffB = round(a, options.precision);\n      var coeffA = round((sum[2] - coeffB * sum[0]) / len, options.precision);\n\n      var predict = function predict(x) {\n        return [round(x, options.precision), round(round(coeffA + coeffB * Math.log(x), options.precision), options.precision)];\n      };\n\n      var points = data.map(function (point) {\n        return predict(point[0]);\n      });\n\n      return {\n        points: points,\n        predict: predict,\n        equation: [coeffA, coeffB],\n        string: 'y = ' + coeffA + ' + ' + coeffB + ' ln(x)',\n        r2: round(determinationCoefficient(data, points), options.precision)\n      };\n    },\n    power: function power(data, options) {\n      var sum = [0, 0, 0, 0, 0];\n      var len = data.length;\n\n      for (var n = 0; n < len; n++) {\n        if (data[n][1] !== null) {\n          sum[0] += Math.log(data[n][0]);\n          sum[1] += Math.log(data[n][1]) * Math.log(data[n][0]);\n          sum[2] += Math.log(data[n][1]);\n          sum[3] += Math.pow(Math.log(data[n][0]), 2);\n        }\n      }\n\n      var b = (len * sum[1] - sum[0] * sum[2]) / (len * sum[3] - Math.pow(sum[0], 2));\n      var a = (sum[2] - b * sum[0]) / len;\n      var coeffA = round(Math.exp(a), options.precision);\n      var coeffB = round(b, options.precision);\n\n      var predict = function predict(x) {\n        return [round(x, options.precision), round(round(coeffA * Math.pow(x, coeffB), options.precision), options.precision)];\n      };\n\n      var points = data.map(function (point) {\n        return predict(point[0]);\n      });\n\n      return {\n        points: points,\n        predict: predict,\n        equation: [coeffA, coeffB],\n        string: 'y = ' + coeffA + 'x^' + coeffB,\n        r2: round(determinationCoefficient(data, points), options.precision)\n      };\n    },\n    polynomial: function polynomial(data, options) {\n      var lhs = [];\n      var rhs = [];\n      var a = 0;\n      var b = 0;\n      var len = data.length;\n      var k = options.order + 1;\n\n      for (var i = 0; i < k; i++) {\n        for (var l = 0; l < len; l++) {\n          if (data[l][1] !== null) {\n            a += Math.pow(data[l][0], i) * data[l][1];\n          }\n        }\n\n        lhs.push(a);\n        a = 0;\n\n        var c = [];\n        for (var j = 0; j < k; j++) {\n          for (var _l = 0; _l < len; _l++) {\n            if (data[_l][1] !== null) {\n              b += Math.pow(data[_l][0], i + j);\n            }\n          }\n          c.push(b);\n          b = 0;\n        }\n        rhs.push(c);\n      }\n      rhs.push(lhs);\n\n      var coefficients = gaussianElimination(rhs, k).map(function (v) {\n        return round(v, options.precision);\n      });\n\n      var predict = function predict(x) {\n        return [round(x, options.precision), round(coefficients.reduce(function (sum, coeff, power) {\n          return sum + coeff * Math.pow(x, power);\n        }, 0), options.precision)];\n      };\n\n      var points = data.map(function (point) {\n        return predict(point[0]);\n      });\n\n      var string = 'y = ';\n      for (var _i = coefficients.length - 1; _i >= 0; _i--) {\n        if (_i > 1) {\n          string += coefficients[_i] + 'x^' + _i + ' + ';\n        } else if (_i === 1) {\n          string += coefficients[_i] + 'x + ';\n        } else {\n          string += coefficients[_i];\n        }\n      }\n\n      return {\n        string: string,\n        points: points,\n        predict: predict,\n        equation: [].concat(_toConsumableArray(coefficients)).reverse(),\n        r2: round(determinationCoefficient(data, points), options.precision)\n      };\n    }\n  };\n\n  function createWrapper() {\n    var reduce = function reduce(accumulator, name) {\n      return _extends({\n        _round: round\n      }, accumulator, _defineProperty({}, name, function (data, supplied) {\n        return methods[name](data, _extends({}, DEFAULT_OPTIONS, supplied));\n      }));\n    };\n\n    return Object.keys(methods).reduce(reduce, {});\n  }\n\n  module.exports = createWrapper();\n});\n"]} | |
var regression = require('regression'); | |
var bands = [ 0,50,100,300,1000 ]; | |
var inputPoints = []; | |
$(function() { | |
$('#bands').val(bands.join(',')) | |
$('#bands').on('change', (e) => { | |
try { | |
bands = e.target.value.split(',').map(parseInt); | |
} | |
catch(e) { | |
bands = []; | |
} | |
}) | |
$('#values').on('change', (e) => { | |
try { | |
inputPoints = Papa.parse(e.target.value).data; | |
inputPoints = inputPoints.map((pair) => ( | |
pair.map((pt) => parseFloat(pt)) | |
)); | |
} | |
catch(e) { | |
inputPoints = []; | |
} | |
}); | |
$('button').click(() => { | |
console.log(bands); | |
for(let i=0; i < bands.length; ++i) { | |
let txt = ''; | |
const lowerBound = bands[i]; | |
const upperBound = bands[i+1] || bands.length; | |
txt += `Band: ${lowerBound} ${upperBound}`; | |
console.log(regression.exponential(inputPoints.slice(lowerBound, upperBound), {order: 4, precision:4})); | |
$('#result').append(`<div> ${txt} </div>`) | |
} | |
}) | |
}) | |
/*! | |
Papa Parse | |
v4.3.2 | |
https://github.com/mholt/PapaParse | |
*/ | |
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/** | |
* @license | |
* | |
* Regression.JS - Regression functions for javascript | |
* http://tom-alexander.github.com/regression-js/ | |
* | |
* copyright(c) 2013 Tom Alexander | |
* Licensed under the MIT license. | |
* | |
* @module regression - Least-squares regression functions for JavaScript | |
**/ | |
!function(a,b){var c;return c="function"==typeof define&&define.amd?define("regression",b):"undefined"!=typeof module?module.exports=b():a.regression=b()}(this,function(){"use strict";function a(a,b){var c=a.reduce(function(a,b){return a+b[1]},0),d=c/a.length,e=a.reduce(function(a,b){var c=b[1]-d;return a+c*c},0),f=a.reduce(function(a,c,d){var e=b[d],f=c[1]-e[1];return a+f*f},0);return 1-f/e}function b(a,b){var c=0,d=0,e=0,f=0,g=0,h=a.length-1,i=new Array(b);for(c=0;h>c;c++){for(f=c,d=c+1;h>d;d++)Math.abs(a[c][d])>Math.abs(a[c][f])&&(f=d);for(e=c;h+1>e;e++)g=a[e][c],a[e][c]=a[e][f],a[e][f]=g;for(d=c+1;h>d;d++)for(e=h;e>=c;e--)a[e][d]-=a[e][c]*a[c][d]/a[c][c]}for(d=h-1;d>=0;d--){for(g=0,e=d+1;h>e;e++)g+=a[e][d]*i[e];i[d]=(a[h][d]-g)/a[d][d]}return i}function c(a,b){var c=Math.pow(10,b);return Math.round(a*c)/c}var d,e=2,f={linear:function(b,d,e){for(var f,g,h,i=[0,0,0,0,0],j=b.length,k=0;j>k;k++)null!==b[k][1]&&(i[0]+=b[k][0],i[1]+=b[k][1],i[2]+=b[k][0]*b[k][0],i[3]+=b[k][0]*b[k][1],i[4]+=b[k][1]*b[k][1]);return g=(j*i[3]-i[0]*i[1])/(j*i[2]-i[0]*i[0]),h=i[1]/j-g*i[0]/j,f=b.map(function(a){var b=a[0];return[b,g*b+h]}),{r2:a(b,f),equation:[g,h],points:f,string:"y = "+c(g,e.precision)+"x + "+c(h,e.precision)}},linearthroughorigin:function(b,d,e){for(var f,g,h=[0,0],i=0;i<b.length;i++)null!==b[i][1]&&(h[0]+=b[i][0]*b[i][0],h[1]+=b[i][0]*b[i][1]);return f=h[1]/h[0],g=b.map(function(a){var b=a[0];return[b,f*b]}),{r2:a(b,g),equation:[f],points:g,string:"y = "+c(f,e.precision)+"x"}},exponential:function(b,d,e){for(var f,g,h,i,j=[0,0,0,0,0,0],k=0;k<b.length;k++)null!==b[k][1]&&(j[0]+=b[k][0],j[1]+=b[k][1],j[2]+=b[k][0]*b[k][0]*b[k][1],j[3]+=b[k][1]*Math.log(b[k][1]),j[4]+=b[k][0]*b[k][1]*Math.log(b[k][1]),j[5]+=b[k][0]*b[k][1]);return f=j[1]*j[2]-j[5]*j[5],g=Math.exp((j[2]*j[3]-j[5]*j[4])/f),h=(j[1]*j[4]-j[5]*j[3])/f,i=b.map(function(a){var b=a[0];return[b,g*Math.exp(h*b)]}),{r2:a(b,i),equation:[g,h],points:i,string:"y = "+c(g,e.precision)+"e^("+c(h,e.precision)+"x)"}},logarithmic:function(b,d,e){for(var f,g,h,i=[0,0,0,0],j=b.length,k=0;j>k;k++)null!==b[k][1]&&(i[0]+=Math.log(b[k][0]),i[1]+=b[k][1]*Math.log(b[k][0]),i[2]+=b[k][1],i[3]+=Math.pow(Math.log(b[k][0]),2));return g=(j*i[1]-i[2]*i[0])/(j*i[3]-i[0]*i[0]),f=(i[2]-g*i[0])/j,h=b.map(function(a){var b=a[0];return[b,f+g*Math.log(b)]}),{r2:a(b,h),equation:[f,g],points:h,string:"y = "+c(f,e.precision)+" + "+c(g,e.precision)+" ln(x)"}},power:function(b,d,e){for(var f,g,h,i=[0,0,0,0],j=b.length,k=0;j>k;k++)null!==b[k][1]&&(i[0]+=Math.log(b[k][0]),i[1]+=Math.log(b[k][1])*Math.log(b[k][0]),i[2]+=Math.log(b[k][1]),i[3]+=Math.pow(Math.log(b[k][0]),2));return g=(j*i[1]-i[2]*i[0])/(j*i[3]-i[0]*i[0]),f=Math.exp((i[2]-g*i[0])/j),h=b.map(function(a){var b=a[0];return[b,f*Math.pow(b,g)]}),{r2:a(b,h),equation:[f,g],points:h,string:"y = "+c(f,e.precision)+"x^"+c(g,e.precision)}},polynomial:function(d,e,f){var g,h,i,j,k,l,m,n,o=[],p=[],q=0,r=0,s=d.length;for(h="undefined"==typeof e?3:e+1,i=0;h>i;i++){for(k=0;s>k;k++)null!==d[k][1]&&(q+=Math.pow(d[k][0],i)*d[k][1]);for(o.push(q),q=0,g=[],j=0;h>j;j++){for(k=0;s>k;k++)null!==d[k][1]&&(r+=Math.pow(d[k][0],i+j));g.push(r),r=0}p.push(g)}for(p.push(o),m=b(p,h),l=d.map(function(a){var b=a[0],c=m.reduce(function(a,c,d){return a+c*Math.pow(b,d)},0);return[b,c]}),n="y = ",i=m.length-1;i>=0;i--)n+=i>1?c(m[i],f.precision)+"x^"+i+" + ":1===i?c(m[i],f.precision)+"x + ":c(m[i],f.precision);return{r2:a(d,l),equation:m,points:l,string:n}},lastvalue:function(b,d,e){for(var f=[],g=null,h=0;h<b.length;h++)null!==b[h][1]&&isFinite(b[h][1])?(g=b[h][1],f.push([b[h][0],b[h][1]])):f.push([b[h][0],g]);return{r2:a(b,f),equation:[g],points:f,string:""+c(g,e.precision)}}};return d=function(a,b,c,d){var g="object"==typeof c&&"undefined"==typeof d?c:d||{};return g.precision||(g.precision=e),"string"==typeof a?f[a.toLowerCase()](b,c,g):null}}); | |
;}, 0) |
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{ | |
"name": "requirebin-sketch", | |
"version": "1.0.0", | |
"dependencies": { | |
"regression": "2.0.0" | |
} | |
} |
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<label>bands</label> | |
<input id="bands" placeholder="e.g 0,10,50,100" /> | |
<br> | |
<label>x,y (no headers)</label> | |
<textarea id="values"> | |
</textarea> | |
<button> | |
calculate | |
</button> | |
<div id="result"> | |
</div> |
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<!-- contents of this file will be placed inside the <head> --> | |
<script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/3.2.1/jquery.min.js"> | |
</script> | |
<style> | |
#bands { | |
width: 100%; | |
} | |
#values { | |
width: 100%; | |
min-height: 200px; | |
} | |
</style> |
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