This class is able to parse math expressions and also run user defined functions.
On JavaScript there's the "eval" function, that can do such things well, but this code objective was just to give me fun or a new challenge =)~
[UPDATED CODE AND HELP CAN BE FOUND HERE]
Usage:
x = new MathProcessor; try{alert(x.parse("1+2-(3*4) + medium(2,3) - frac( 2.2231)"));} catch(e){alert(e);}
It's possible to add more functions to the class, just add them into the "methods" property ;]
Well, that's it :)
//+ Jonas Raoni Soares Silva //@ http://jsfromhell.com/classes/math-processor [v1.0] MathProcessor = function(){ //v1.0 var o = this; o.o = { "+": function(a, b){ return +a + b; }, "-": function(a, b){ return a - b; }, "%": function(a, b){ return a % b; }, "/": function(a, b){ return a / b; }, "*": function(a, b){ return a * b; }, "^": function(a, b){ return Math.pow(a, b); }, "~": function(a, b){ return Math.sqrt(a, b); } }; o.s = { "^": 3, "~": 3, "*": 2, "/": 2, "%": 1, "+": 0, "-": 0 }; o.u = {"+": 1, "-": -1}, o.p = {"(": 1, ")": -1}; }; MathProcessor.prototype.parse = function(e){ for(var n, x, o = [], s = [x = this.RPN(e.replace(/ /g, "").split(""))]; s.length;) for((n = s[s.length-1], --s.length); n[2]; o[o.length] = n, s[s.length] = n[3], n = n[2]); for(; (n = o.pop()) != undefined; n[0] = this.o[n[0]](isNaN(n[2][0]) ? this.f(n[2][0]) : n[2][0], isNaN(n[3][0]) ? this.f(n[3][0]) : n[3][0])); return +x[0]; }; MathProcessor.prototype.methods = { "div": function(a, b){ return parseInt(a / b); }, "frac": function(a){ return a - parseInt(a); }, "sum": function(n1, n2, n3, n){ for(var r = 0, a, l = (a = arguments).length; l; r += a[--l]); return r; }, "medium": function(a, b){ return (a + b) / 2; } }; MathProcessor.prototype.error = function(s){ throw new Error("MathProcessor: " + (s || "Erro na expressão")); } MathProcessor.prototype.RPN = function(e){ var _, r, c = r = [, , , 0]; if(e[0] in this.u || !e.unshift("+")) for(; e[1] in this.u; e[0] = this.u[e.shift()] * this.u[e[0]] + 1 ? "+" : "-"); (c[3] = [this.u[e.shift()], c, , 0])[1][0] = "*", (r = [, , c, 0])[2][1] = r; (c[2] = this.v(e))[1] = c; (!e.length && (r = c)) || (e[0] in this.s && ((c = r)[0] = e.shift(), !e.length && this.error())); while(e.length){ if(e[0] in this.u){ for(; e[1] in this.u; e[0] = this.u[e.shift()] * this.u[e[0]] + 1 ? "+" : "-"); (c = c[3] = ["*", c, , 0])[2] = [-1, c, , 0]; } (c[3] = this.v(e))[1] = c; e[0] in this.s && (c = this.s[e[0]] > this.s[c[0]] ? ((c[3] = (_ = c[3], c[2]))[1][2] = [e.shift(), c, _, 0])[2][1] = c[2] : r == c ? (r = [e.shift(), , c, 0])[2][1] = r : ((r[2] = (_ = r[2], [e.shift(), r, ,0]))[2] = _)[1] = r[2]); } return r; }; MathProcessor.prototype.v = function(e){ if("0123456789.".indexOf(e[0]) + 1){ for(var i = -1, l = e.length; ++i < l && "0123456789.".indexOf(e[i]) + 1;); return [+e.splice(0,i).join(""), , , 0]; } else if(e[0] == "("){ for(var i = 0, l = e.length, j = 1; ++i < l && (e[i] in this.p && (j += this.p[e[i]]), j);); return this.RPN(l = e.splice(0,i), l.shift(), !j && e.shift()); } else{ var i = 0, c = e[0].toLowerCase(); if((c >= "a" && c <= "z") || c == "_"){ while(((c = e[++i].toLowerCase()) >= "a" && c <= "z") || c == "_" || (c >= 0 && c <= 9)); if(c == "("){ for(var l = e.length, j = 1; ++i < l && (e[i] in this.p && (j += this.p[e[i]]), j);); return [e.splice(0,i+1).join(""), , , 0]; } } } this.error(); } MathProcessor.prototype.f = function(e){ var i = 0, n; if(((e = e.split(""))[i] >= "a" && e[i] <= "z") || e[i] == "_"){ while((e[++i] >= "a" && e[i] <= "z") || e[i] == "_" || (e[i] >= 0 && e[i] <= 9)); if(e[i] == "("){ !this.methods[n = e.splice(0, i).join("")] && this.error("Função \"" + n + "\" não encontrada"), e.shift(); for(var a = [], i = -1, j = 1; e[++i] && (e[i] in this.p && (j += this.p[e[i]]), j);) j == 1 && e[i] == "," && (a.push(this.parse(e.splice(0, i).join(""))), e.shift(), i = -1); a.push(this.parse(e.splice(0,i).join(""))), !j && e.shift(); } return this.methods[n].apply(this, a); } };
