{"version":3,"file":"asciimath2tex.mjs","sources":["../asciimath2tex.js"],"sourcesContent":["export default class AsciiMathParser {\n constructor() {\n this.decimalsign = '\\\\.';\n\n this.setup_symbols();\n this.sort_symbols();\n }\n\n setup_symbols() {\n this.greek_letters = ['alpha', 'beta', 'gamma', 'Gamma', 'delta', 'Delta', 'epsilon', 'varepsilon', 'zeta', 'eta', 'theta', 'Theta', 'vartheta', 'iota', 'kappa', 'lambda', 'Lambda', 'mu', 'nu', 'xi', 'Xi', 'pi', 'Pi', 'rho', 'sigma', 'Sigma', 'tau', 'upsilon', 'phi', 'Phi', 'varphi', 'chi', 'psi', 'Psi', 'omega', 'Omega'];\n\n this.relations = [\n {\"asciimath\":\":=\",\"tex\":\":=\"},\n {\"asciimath\":\":|:\",\"tex\":\"\\\\mid\"},\n {\"asciimath\":\"=>\",\"tex\":\"\\\\Rightarrow\"},\n {\"asciimath\":\"approx\",\"tex\":\"\\\\approx\"},\n {\"asciimath\":\"~~\",\"tex\":\"\\\\approx\"},\n {\"asciimath\":\"cong\",\"tex\":\"\\\\cong\"},\n {\"asciimath\":\"~=\",\"tex\":\"\\\\cong\"},\n {\"asciimath\":\"equiv\",\"tex\":\"\\\\equiv\"},\n {\"asciimath\":\"-=\",\"tex\":\"\\\\equiv\"},\n {\"asciimath\":\"exists\",\"tex\":\"\\\\exists\"},\n {\"asciimath\":\"EE\",\"tex\":\"\\\\exists\"},\n {\"asciimath\":\"forall\",\"tex\":\"\\\\forall\"},\n {\"asciimath\":\"AA\",\"tex\":\"\\\\forall\"},\n {\"asciimath\":\">=\",\"tex\":\"\\\\ge\"},\n {\"asciimath\":\"ge\",\"tex\":\"\\\\ge\"},\n {\"asciimath\":\"gt=\",\"tex\":\"\\\\geq\"},\n {\"asciimath\":\"geq\",\"tex\":\"\\\\geq\"},\n {\"asciimath\":\"gt\",\"tex\":\"\\\\gt\"},\n {\"asciimath\":\"in\",\"tex\":\"\\\\in\"},\n {\"asciimath\":\"<=\",\"tex\":\"\\\\le\"},\n {\"asciimath\":\"le\",\"tex\":\"\\\\le\"},\n {\"asciimath\":\"lt=\",\"tex\":\"\\\\leq\"},\n {\"asciimath\":\"leq\",\"tex\":\"\\\\leq\"},\n {\"asciimath\":\"lt\",\"tex\":\"\\\\lt\"},\n {\"asciimath\":\"models\",\"tex\":\"\\\\models\"},\n {\"asciimath\":\"|==\",\"tex\":\"\\\\models\"},\n {\"asciimath\":\"!=\",\"tex\":\"\\\\ne\"},\n {\"asciimath\":\"ne\",\"tex\":\"\\\\ne\"},\n {\"asciimath\":\"notin\",\"tex\":\"\\\\notin\"},\n {\"asciimath\":\"!in\",\"tex\":\"\\\\notin\"},\n {\"asciimath\":\"prec\",\"tex\":\"\\\\prec\"},\n {\"asciimath\":\"-lt\",\"tex\":\"\\\\prec\"},\n {\"asciimath\":\"-<\",\"tex\":\"\\\\prec\"},\n {\"asciimath\":\"preceq\",\"tex\":\"\\\\preceq\"},\n {\"asciimath\":\"-<=\",\"tex\":\"\\\\preceq\"},\n {\"asciimath\":\"propto\",\"tex\":\"\\\\propto\"},\n {\"asciimath\":\"prop\",\"tex\":\"\\\\propto\"},\n {\"asciimath\":\"subset\",\"tex\":\"\\\\subset\"},\n {\"asciimath\":\"sub\",\"tex\":\"\\\\subset\"},\n {\"asciimath\":\"subseteq\",\"tex\":\"\\\\subseteq\"},\n {\"asciimath\":\"sube\",\"tex\":\"\\\\subseteq\"},\n {\"asciimath\":\"succ\",\"tex\":\"\\\\succ\"},\n {\"asciimath\":\">-\",\"tex\":\"\\\\succ\"},\n {\"asciimath\":\"succeq\",\"tex\":\"\\\\succeq\"},\n {\"asciimath\":\">-=\",\"tex\":\"\\\\succeq\"},\n {\"asciimath\":\"supset\",\"tex\":\"\\\\supset\"},\n {\"asciimath\":\"sup\",\"tex\":\"\\\\supset\"},\n {\"asciimath\":\"supseteq\",\"tex\":\"\\\\supseteq\"},\n {\"asciimath\":\"supe\",\"tex\":\"\\\\supseteq\"},\n {\"asciimath\":\"vdash\",\"tex\":\"\\\\vdash\"},\n {\"asciimath\":\"|--\",\"tex\":\"\\\\vdash\"},\n ]\n\n this.constants = [\n {\"asciimath\":\"dt\",\"tex\":\"dt\"},\n {\"asciimath\":\"dx\",\"tex\":\"dx\"},\n {\"asciimath\":\"dy\",\"tex\":\"dy\"},\n {\"asciimath\":\"dz\",\"tex\":\"dz\"},\n {\"asciimath\":\"prime\",\"tex\":\"'\"},\n {\"asciimath\":\"implies\",\"tex\":\"\\\\implies\"},\n {\"asciimath\":\"epsi\",\"tex\":\"\\\\epsilon\"},\n {\"asciimath\":\"leftrightarrow\",\"tex\":\"\\\\leftrightarrow\"},\n {\"asciimath\":\"Leftrightarrow\",\"tex\":\"\\\\Leftrightarrow\"},\n {\"asciimath\":\"rightarrow\",\"tex\":\"\\\\rightarrow\"},\n {\"asciimath\":\"Rightarrow\",\"tex\":\"\\\\Rightarrow\"},\n {\"asciimath\":\"backslash\",\"tex\":\"\\\\backslash\"},\n {\"asciimath\":\"leftarrow\",\"tex\":\"\\\\leftarrow\"},\n {\"asciimath\":\"Leftarrow\",\"tex\":\"\\\\Leftarrow\"},\n {\"asciimath\":\"setminus\",\"tex\":\"\\\\setminus\"},\n {\"asciimath\":\"bigwedge\",\"tex\":\"\\\\bigwedge\"},\n {\"asciimath\":\"diamond\",\"tex\":\"\\\\diamond\"},\n {\"asciimath\":\"bowtie\",\"tex\":\"\\\\bowtie\"},\n {\"asciimath\":\"bigvee\",\"tex\":\"\\\\bigvee\"},\n {\"asciimath\":\"bigcap\",\"tex\":\"\\\\bigcap\"},\n {\"asciimath\":\"bigcup\",\"tex\":\"\\\\bigcup\"},\n {\"asciimath\":\"square\",\"tex\":\"\\\\square\"},\n {\"asciimath\":\"lamda\",\"tex\":\"\\\\lambda\"},\n {\"asciimath\":\"Lamda\",\"tex\":\"\\\\Lambda\"},\n {\"asciimath\":\"aleph\",\"tex\":\"\\\\aleph\"},\n {\"asciimath\":\"angle\",\"tex\":\"\\\\angle\"},\n {\"asciimath\":\"frown\",\"tex\":\"\\\\frown\"},\n {\"asciimath\":\"qquad\",\"tex\":\"\\\\qquad\"},\n {\"asciimath\":\"cdots\",\"tex\":\"\\\\cdots\"},\n {\"asciimath\":\"vdots\",\"tex\":\"\\\\vdots\"},\n {\"asciimath\":\"ddots\",\"tex\":\"\\\\ddots\"},\n {\"asciimath\":\"cdot\",\"tex\":\"\\\\cdot\"},\n {\"asciimath\":\"star\",\"tex\":\"\\\\star\"},\n {\"asciimath\":\"|><|\",\"tex\":\"\\\\bowtie\"},\n {\"asciimath\":\"circ\",\"tex\":\"\\\\circ\"},\n {\"asciimath\":\"oint\",\"tex\":\"\\\\oint\"},\n {\"asciimath\":\"grad\",\"tex\":\"\\\\nabla\"},\n {\"asciimath\":\"quad\",\"tex\":\"\\\\quad\"},\n {\"asciimath\":\"uarr\",\"tex\":\"\\\\uparrow\"},\n {\"asciimath\":\"darr\",\"tex\":\"\\\\downarrow\"},\n {\"asciimath\":\"downarrow\",\"tex\":\"\\\\downarrow\"},\n {\"asciimath\":\"rarr\",\"tex\":\"\\\\rightarrow\"},\n {\"asciimath\":\">->>\",\"tex\":\"\\\\twoheadrightarrowtail\"},\n {\"asciimath\":\"larr\",\"tex\":\"\\\\leftarrow\"},\n {\"asciimath\":\"harr\",\"tex\":\"\\\\leftrightarrow\"},\n {\"asciimath\":\"rArr\",\"tex\":\"\\\\Rightarrow\"},\n {\"asciimath\":\"lArr\",\"tex\":\"\\\\Leftarrow\"},\n {\"asciimath\":\"hArr\",\"tex\":\"\\\\Leftrightarrow\"},\n {\"asciimath\":\"ast\",\"tex\":\"\\\\ast\"},\n {\"asciimath\":\"***\",\"tex\":\"\\\\star\"},\n {\"asciimath\":\"|><\",\"tex\":\"\\\\ltimes\"},\n {\"asciimath\":\"><|\",\"tex\":\"\\\\rtimes\"},\n {\"asciimath\":\"^^^\",\"tex\":\"\\\\bigwedge\"},\n {\"asciimath\":\"vvv\",\"tex\":\"\\\\bigvee\"},\n {\"asciimath\":\"cap\",\"tex\":\"\\\\cap\"},\n {\"asciimath\":\"nnn\",\"tex\":\"\\\\bigcap\"},\n {\"asciimath\":\"cup\",\"tex\":\"\\\\cup\"},\n {\"asciimath\":\"uuu\",\"tex\":\"\\\\bigcup\"},\n {\"asciimath\":\"not\",\"tex\":\"\\\\neg\"},\n {\"asciimath\":\"<=>\",\"tex\":\"\\\\Leftrightarrow\"},\n {\"asciimath\":\"_|_\",\"tex\":\"\\\\bot\"},\n {\"asciimath\":\"bot\",\"tex\":\"\\\\bot\"},\n {\"asciimath\":\"int\",\"tex\":\"\\\\int\"},\n {\"asciimath\":\"del\",\"tex\":\"\\\\partial\"},\n {\"asciimath\":\"...\",\"tex\":\"\\\\ldots\"},\n {\"asciimath\":\"/_\\\\\",\"tex\":\"\\\\triangle\"},\n {\"asciimath\":\"|__\",\"tex\":\"\\\\lfloor\"},\n {\"asciimath\":\"__|\",\"tex\":\"\\\\rfloor\"},\n {\"asciimath\":\"dim\",\"tex\":\"\\\\dim\"},\n {\"asciimath\":\"mod\",\"tex\":\"\\\\operatorname{mod}\"},\n {\"asciimath\":\"lub\",\"tex\":\"\\\\operatorname{lub}\"},\n {\"asciimath\":\"glb\",\"tex\":\"\\\\operatorname{glb}\"},\n {\"asciimath\":\">->\",\"tex\":\"\\\\rightarrowtail\"},\n {\"asciimath\":\"->>\",\"tex\":\"\\\\twoheadrightarrow\"},\n {\"asciimath\":\"|->\",\"tex\":\"\\\\mapsto\"},\n {\"asciimath\":\"lim\",\"tex\":\"\\\\lim\"},\n {\"asciimath\":\"Lim\",\"tex\":\"\\\\operatorname{Lim}\"},\n {\"asciimath\":\"and\",\"tex\":\"\\\\quad\\\\text{and}\\\\quad\"},\n {\"asciimath\":\"**\",\"tex\":\"\\\\ast\"},\n {\"asciimath\":\"//\",\"tex\":\"/\"},\n {\"asciimath\":\"\\\\\",\"tex\":\"\\\\,\"},\n {\"asciimath\":\"\\\\\\\\\",\"tex\":\"\\\\backslash\"},\n {\"asciimath\":\"xx\",\"tex\":\"\\\\times\"},\n {\"asciimath\":\"-:\",\"tex\":\"\\\\div\"},\n {\"asciimath\":\"o+\",\"tex\":\"\\\\oplus\"},\n {\"asciimath\":\"ox\",\"tex\":\"\\\\otimes\"},\n {\"asciimath\":\"o.\",\"tex\":\"\\\\odot\"},\n {\"asciimath\":\"^\",\"tex\":\"\\\\hat{}\"},\n {\"asciimath\":\"_\",\"tex\":\"\\\\_\"},\n {\"asciimath\":\"^^\",\"tex\":\"\\\\wedge\"},\n {\"asciimath\":\"vv\",\"tex\":\"\\\\vee\"},\n {\"asciimath\":\"nn\",\"tex\":\"\\\\cap\"},\n {\"asciimath\":\"uu\",\"tex\":\"\\\\cup\"},\n {\"asciimath\":\"TT\",\"tex\":\"\\\\top\"},\n {\"asciimath\":\"+-\",\"tex\":\"\\\\pm\"},\n {\"asciimath\":\"O/\",\"tex\":\"\\\\emptyset\"},\n {\"asciimath\":\"oo\",\"tex\":\"\\\\infty\"},\n {\"asciimath\":\":.\",\"tex\":\"\\\\therefore\"},\n {\"asciimath\":\":'\",\"tex\":\"\\\\because\"},\n {\"asciimath\":\"/_\",\"tex\":\"\\\\angle\"},\n {\"asciimath\":\"|~\",\"tex\":\"\\\\lceil\"},\n {\"asciimath\":\"~|\",\"tex\":\"\\\\rceil\"},\n {\"asciimath\":\"CC\",\"tex\":\"\\\\mathbb{C}\"},\n {\"asciimath\":\"NN\",\"tex\":\"\\\\mathbb{N}\"},\n {\"asciimath\":\"QQ\",\"tex\":\"\\\\mathbb{Q}\"},\n {\"asciimath\":\"RR\",\"tex\":\"\\\\mathbb{R}\"},\n {\"asciimath\":\"ZZ\",\"tex\":\"\\\\mathbb{Z}\"},\n {\"asciimath\":\"->\",\"tex\":\"\\\\to\"},\n {\"asciimath\":\"or\",\"tex\":\"\\\\quad\\\\text{or}\\\\quad\"},\n {\"asciimath\":\"if\",\"tex\":\"\\\\quad\\\\text{if}\\\\quad\"},\n {\"asciimath\":\"iff\", \"tex\":\"\\\\iff\"},\n {\"asciimath\":\"*\",\"tex\":\"\\\\cdot\"},\n {\"asciimath\":\"@\",\"tex\":\"\\\\circ\"},\n {\"asciimath\":\"%\",\"tex\":\"\\\\%\"},\n {\"asciimath\":\"boxempty\",\"tex\":\"\\\\square\"},\n {\"asciimath\":\"lambda\",\"tex\":\"\\\\lambda\"},\n {\"asciimath\":\"Lambda\",\"tex\":\"\\\\Lambda\"},\n {\"asciimath\":\"nabla\",\"tex\":\"\\\\nabla\"},\n {\"asciimath\":\"uparrow\",\"tex\":\"\\\\uparrow\"},\n {\"asciimath\":\"downarrow\",\"tex\":\"\\\\downarrow\"},\n {\"asciimath\":\"twoheadrightarrowtail\",\"tex\":\"\\\\twoheadrightarrowtail\"},\n {\"asciimath\":\"ltimes\",\"tex\":\"\\\\ltimes\"},\n {\"asciimath\":\"rtimes\",\"tex\":\"\\\\rtimes\"},\n {\"asciimath\":\"neg\",\"tex\":\"\\\\neg\"},\n {\"asciimath\":\"partial\",\"tex\":\"\\\\partial\"},\n {\"asciimath\":\"ldots\",\"tex\":\"\\\\ldots\"},\n {\"asciimath\":\"triangle\",\"tex\":\"\\\\triangle\"},\n {\"asciimath\":\"lfloor\",\"tex\":\"\\\\lfloor\"},\n {\"asciimath\":\"rfloor\",\"tex\":\"\\\\rfloor\"},\n {\"asciimath\":\"rightarrowtail\",\"tex\":\"\\\\rightarrowtail\"},\n {\"asciimath\":\"twoheadrightarrow\",\"tex\":\"\\\\twoheadrightarrow\"},\n {\"asciimath\":\"mapsto\",\"tex\":\"\\\\mapsto\"},\n {\"asciimath\":\"times\",\"tex\":\"\\\\times\"},\n {\"asciimath\":\"div\",\"tex\":\"\\\\div\"},\n {\"asciimath\":\"divide\",\"tex\":\"\\\\div\"},\n {\"asciimath\":\"oplus\",\"tex\":\"\\\\oplus\"},\n {\"asciimath\":\"otimes\",\"tex\":\"\\\\otimes\"},\n {\"asciimath\":\"odot\",\"tex\":\"\\\\odot\"},\n {\"asciimath\":\"wedge\",\"tex\":\"\\\\wedge\"},\n {\"asciimath\":\"vee\",\"tex\":\"\\\\vee\"},\n {\"asciimath\":\"top\",\"tex\":\"\\\\top\"},\n {\"asciimath\":\"pm\",\"tex\":\"\\\\pm\"},\n {\"asciimath\":\"emptyset\",\"tex\":\"\\\\emptyset\"},\n {\"asciimath\":\"infty\",\"tex\":\"\\\\infty\"},\n {\"asciimath\":\"therefore\",\"tex\":\"\\\\therefore\"},\n {\"asciimath\":\"because\",\"tex\":\"\\\\because\"},\n {\"asciimath\":\"lceil\",\"tex\":\"\\\\lceil\"},\n {\"asciimath\":\"rceil\",\"tex\":\"\\\\rceil\"},\n {\"asciimath\":\"to\",\"tex\":\"\\\\to\"},\n {\"asciimath\":\"langle\",\"tex\":\"\\\\langle\"},\n {\"asciimath\":\"lceiling\",\"tex\":\"\\\\lceil\"},\n {\"asciimath\":\"rceiling\",\"tex\":\"\\\\rceil\"},\n {\"asciimath\":\"max\",\"tex\":\"\\\\max\"},\n {\"asciimath\":\"min\",\"tex\":\"\\\\min\"},\n {\"asciimath\":\"prod\",\"tex\":\"\\\\prod\"},\n {\"asciimath\":\"sum\",\"tex\":\"\\\\sum\"},\n ];\n this.constants = this.constants.concat(this.relations);\n \n this.left_brackets = [\n {asciimath: 'langle', tex: '\\\\langle'},\n {asciimath: '(:', tex: '\\\\langle'},\n {asciimath: '<<', tex: '\\\\langle'},\n {asciimath: '{:', tex: '.'},\n {asciimath: '(', tex: '('},\n {asciimath: '[', tex: '['},\n {asciimath: '|:', tex: '\\\\lvert'},\n {asciimath: '{', tex: '\\\\lbrace'},\n {asciimath: 'lbrace', tex: '\\\\lbrace'},\n ];\n this.right_brackets = [\n {asciimath: 'rangle', tex: '\\\\rangle'},\n {asciimath: ':)', tex: '\\\\rangle'},\n {asciimath: '>>', tex: '\\\\rangle'},\n {asciimath: ':}', tex: '.', free_tex: ':\\\\}'},\n {asciimath: ')', tex: ')'},\n {asciimath: ']', tex: ']'},\n {asciimath: ':|', tex: '\\\\rvert'},\n {asciimath: '}', tex: '\\\\rbrace'},\n {asciimath: 'rbrace', tex: '\\\\rbrace'},\n ];\n this.leftright_brackets = [\n {asciimath: '|', left_tex: '\\\\lvert', right_tex: '\\\\rvert', free_tex: '|', mid_tex: '\\\\mid'},\n ];\n \n this.unary_symbols = [\n {asciimath: \"sqrt\", tex: \"\\\\sqrt\"},\n {asciimath: \"f\", tex:\"f\", func:true},\n {asciimath: \"g\", tex:\"g\", func:true},\n {asciimath: \"sin\", tex:\"\\\\sin\", func:true},\n {asciimath: \"cos\", tex:\"\\\\cos\", func:true},\n {asciimath: \"tan\", tex:\"\\\\tan\", func:true},\n {asciimath: \"arcsin\", tex:\"\\\\arcsin\", func:true},\n {asciimath: \"arccos\", tex:\"\\\\arccos\", func:true},\n {asciimath: \"arctan\", tex:\"\\\\arctan\", func:true},\n {asciimath: \"sinh\", tex:\"\\\\sinh\", func:true},\n {asciimath: \"cosh\", tex:\"\\\\cosh\", func:true},\n {asciimath: \"tanh\", tex:\"\\\\tanh\", func:true},\n {asciimath: \"cot\", tex:\"\\\\cot\", func:true},\n {asciimath: \"coth\", tex:\"\\\\coth\", func:true},\n {asciimath: \"sech\", tex:\"\\\\operatorname{sech}\", func:true},\n {asciimath: \"csch\", tex:\"\\\\operatorname{csch}\", func:true},\n {asciimath: \"sec\", tex:\"\\\\sec\", func:true},\n {asciimath: \"csc\", tex:\"\\\\csc\", func:true},\n {asciimath: \"log\", tex:\"\\\\log\", func:true},\n {asciimath: \"ln\", tex:\"\\\\ln\", func:true},\n {asciimath: \"abs\", rewriteleftright:[\"|\",\"|\"]},\n {asciimath: \"norm\", rewriteleftright:[\"\\\\|\",\"\\\\|\"]},\n {asciimath: \"floor\", rewriteleftright:[\"\\\\lfloor\",\"\\\\rfloor\"]},\n {asciimath: \"ceil\", rewriteleftright:[\"\\\\lceil\",\"\\\\rceil\"]},\n {asciimath: \"Sin\", tex:\"\\\\Sin\", func:true},\n {asciimath: \"Cos\", tex:\"\\\\Cos\", func:true},\n {asciimath: \"Tan\", tex:\"\\\\Tan\", func:true},\n {asciimath: \"Arcsin\", tex:\"\\\\Arcsin\", func:true},\n {asciimath: \"Arccos\", tex:\"\\\\Arccos\", func:true},\n {asciimath: \"Arctan\", tex:\"\\\\Arctan\", func:true},\n {asciimath: \"Sinh\", tex:\"\\\\Sinh\", func:true},\n {asciimath: \"Cosh\", tex:\"\\\\Cosh\", func:true},\n {asciimath: \"Tanh\", tex:\"\\\\Tanh\", func:true},\n {asciimath: \"Cot\", tex:\"\\\\Cot\", func:true},\n {asciimath: \"Sec\", tex:\"\\\\Sec\", func:true},\n {asciimath: \"Csc\", tex:\"\\\\Csc\", func:true},\n {asciimath: \"Log\", tex:\"\\\\Log\", func:true},\n {asciimath: \"Ln\", tex:\"\\\\Ln\", func:true},\n {asciimath: \"Abs\", tex:\"\\\\Abs\", rewriteleftright:[\"|\",\"|\"]},\n {asciimath: \"det\", tex:\"\\\\det\", func:true},\n {asciimath: \"exp\", tex:\"\\\\exp\", func:true},\n {asciimath: \"gcd\", tex:\"\\\\gcd\", func:true},\n {asciimath:\"lcm\", tex:\"\\\\operatorname{lcm}\", func:true},\n {asciimath: \"cancel\", tex:\"\\\\cancel\"},\n {asciimath: \"Sqrt\", tex:\"\\\\Sqrt\"},\n {asciimath: \"hat\", tex:\"\\\\hat\", acc:true},\n {asciimath:\"bar\", tex:\"\\\\overline\", acc:true},\n {asciimath:\"overline\", tex:\"\\\\overline\", acc:true},\n {asciimath: \"vec\", tex:\"\\\\vec\", acc:true},\n {asciimath: \"tilde\", tex:\"\\\\tilde\", acc:true},\n {asciimath: \"dot\", tex:\"\\\\dot\", acc:true},\n {asciimath: \"ddot\", tex:\"\\\\ddot\", acc:true},\n {asciimath:\"ul\", tex:\"\\\\underline\", acc:true},\n {asciimath:\"underline\", tex:\"\\\\underline\", acc:true},\n {asciimath:\"ubrace\", tex:\"\\\\underbrace\", acc:true},\n {asciimath:\"underbrace\", tex:\"\\\\underbrace\", acc:true},\n {asciimath:\"obrace\", tex:\"\\\\overbrace\", acc:true},\n {asciimath:\"overbrace\", tex:\"\\\\overbrace\", acc:true},\n {asciimath:\"bb\", atname:\"mathvariant\", atval:\"bold\", tex:\"\\\\mathbf\"},\n {asciimath: \"mathbf\", atname:\"mathvariant\", atval:\"bold\", tex:\"mathbf\"},\n {asciimath:\"sf\", atname:\"mathvariant\", atval:\"sans-serif\", tex:\"\\\\mathsf\"},\n {asciimath: \"mathsf\", atname:\"mathvariant\", atval:\"sans-serif\", tex:\"mathsf\"},\n {asciimath:\"bbb\", atname:\"mathvariant\", atval:\"double-struck\", tex:\"\\\\mathbb\"},\n {asciimath: \"mathbb\", atname:\"mathvariant\", atval:\"double-struck\", tex:\"\\\\mathbb\"},\n {asciimath:\"cc\", atname:\"mathvariant\", atval:\"script\", tex:\"\\\\mathcal\"},\n {asciimath: \"mathcal\", atname:\"mathvariant\", atval:\"script\", tex:\"\\\\mathcal\"},\n {asciimath:\"tt\", atname:\"mathvariant\", atval:\"monospace\", tex:\"\\\\mathtt\"},\n {asciimath: \"mathtt\", atname:\"mathvariant\", atval:\"monospace\", tex:\"\\\\mathtt\"},\n {asciimath:\"fr\", atname:\"mathvariant\", atval:\"fraktur\", tex:\"\\\\mathfrak\"},\n {asciimath: \"mathfrak\", atname:\"mathvariant\", atval:\"fraktur\", tex:\"\\\\mathfrak\"},\n ];\n \n this.binary_symbols = [\n {asciimath: \"root\", tex:\"\\\\sqrt\", option: true},\n {asciimath: \"frac\", tex:\"\\\\frac\"},\n {asciimath: \"stackrel\", tex:\"\\\\stackrel\"},\n {asciimath: \"overset\", tex:\"\\\\overset\"},\n {asciimath: \"underset\", tex:\"\\\\underset\"},\n {asciimath:\"color\", tex: \"\\\\color\", rawfirst: true},\n ]\n \n this.non_constant_symbols = ['_','^','/'];\n \n }\n\n sort_symbols() {\n const by_asciimath = (a,b)=>{a=a.asciimath.length,b=b.asciimath.length; return a>b ? -1 : a!!x);\n matches.sort((x,y)=>{\n x=x.end;\n y=y.end;\n return x>y ? -1 : x1) {\n return this._source.slice(pos,end);\n } else {\n return this._source.slice(pos);\n }\n }\n \n eof(pos = 0) {\n pos = this.strip_space(pos);\n return pos == this._source.length;\n }\n\n unbracket(tok) {\n if(!tok) {\n return;\n }\n if(!tok.bracket) {\n return tok;\n }\n\n const skip_brackets = ['(',')','[',']','{','}'];\n const skipleft = skip_brackets.includes(tok.left.asciimath);\n const skipright = skip_brackets.includes(tok.right.asciimath);\n const pos = skipleft ? tok.left.end : tok.pos;\n const end = skipright ? tok.right.pos : tok.end;\n let left = skipleft ? '' : tok.left.tex;\n let right = skipright ? '' : tok.right.tex;\n const middle = tok.middle ? tok.middle.tex : '';\n if(left || right) {\n left = left || '.';\n right = right || '.';\n return {tex: `\\\\left ${left} ${middle} \\\\right ${right}`, pos: tok.pos, end: tok.end};\n } else {\n return {tex: middle, pos: tok.pos, end: tok.end, middle_asciimath: this.source(pos,end)};\n }\n }\n \n parse(str) {\n this.input(str);\n const result = this.consume();\n return result.tex;\n }\n\n consume(pos = 0) {\n let tex = '';\n const exprs = [];\n while(!this.eof(pos)) {\n let expr = this.expression_list(pos);\n if(!expr) {\n const rb = this.right_bracket(pos);\n if(rb) {\n if(rb.def.free_tex) {\n rb.tex = rb.def.free_tex;\n }\n expr = rb;\n\n }\n const lr = this.leftright_bracket(pos);\n if(lr) {\n expr = lr;\n const ss = this.subsup(lr.end);\n if(ss) {\n expr = {tex: `${expr.tex}${ss.tex}`, pos: pos, end: ss.end, ttype: 'expression'}\n }\n }\n }\n if(expr) {\n if(tex) {\n tex += ' ';\n }\n tex += expr.tex;\n pos = expr.end;\n exprs.push(expr);\n } else if(!this.eof(pos)) {\n const chr = this.source(pos,pos+1);\n exprs.push({tex: chr, pos: pos, ttype: 'character'});\n tex += chr;\n pos += 1;\n }\n }\n return {tex: tex, exprs: exprs};\n }\n \n strip_space(pos = 0) {\n const osource = this.source(pos);\n const reduced = osource.replace(/^(\\s|\\\\(?![\\\\ ]))*/,'');\n return pos + osource.length - reduced.length;\n }\n \n /* Does the given regex match next?\n */\n match(re, pos) {\n pos = this.strip_space(pos);\n const m = re.exec(this.source(pos));\n if(m) {\n const token = m[0];\n return {token: token, pos: pos, match: m, end: pos+token.length, ttype: 'regex'};\n }\n }\n \n /* Does the exact given string occur next?\n */\n exact(str, pos) {\n pos = this.strip_space(pos);\n if(this.source(pos).slice(0, str.length) == str) {\n return {token: str, pos: pos, end: pos+str.length, ttype: 'exact'};\n }\n }\n\n expression_list(pos = 0) {\n let expr = this.expression(pos);\n if(!expr) {\n return;\n }\n let end = expr.end;\n let tex = expr.tex;\n let exprs = [expr];\n while(!this.eof(end)) {\n const comma = this.exact(\",\",end);\n if(!comma) {\n break;\n }\n tex += ' ,';\n end = comma.end;\n expr = this.expression(end);\n if(!expr) {\n break;\n }\n tex += ' '+expr.tex;\n exprs.push(expr);\n end = expr.end;\n }\n return {tex: tex, pos: pos, end: end, exprs: exprs, ttype: 'expression_list'};\n }\n \n // E ::= IE | I/I Expression\n expression(pos = 0) {\n const negative = this.negative_expression(pos);\n if(negative) {\n return negative;\n }\n const first = this.intermediate_or_fraction(pos);\n if(!first) {\n for(let c of this.non_constant_symbols) {\n const m = this.exact(c,pos);\n if(m) {\n return {tex: c, pos: pos, end: m.end, ttype: 'constant'};\n }\n }\n return;\n }\n if(this.eof(first.end)) {\n return first;\n }\n const second = this.expression(first.end);\n if(second) {\n return {tex: first.tex+' '+second.tex, pos: first.pos, end: second.end, ttype: 'expression', exprs: [first,second]};\n } else {\n return first;\n }\n }\n\n negative_expression(pos = 0) {\n const dash = this.exact(\"-\",pos);\n if(dash && !this.other_constant(pos)) {\n const expr = this.expression(dash.end);\n if(expr) {\n return {tex: `- ${expr.tex}`, pos: pos, end: expr.end, ttype: 'negative_expression', dash: dash, expression: expr}\n } else {\n return {tex: '-', pos: pos, end: dash.end, ttype: 'constant'};\n }\n }\n }\n \n intermediate_or_fraction(pos = 0) {\n const first = this.intermediate(pos);\n if(!first) {\n return;\n }\n let frac = this.match(/^\\/(?!\\/)/,first.end);\n if(frac) {\n const second = this.intermediate(frac.end);\n if(second) {\n const ufirst = this.unbracket(first);\n const usecond = this.unbracket(second);\n return {tex: `\\\\frac{${ufirst.tex}}{${usecond.tex}}`, pos: first.pos, end: second.end, ttype: 'fraction', numerator: ufirst, denominator: usecond, raw_numerator: first, raw_denominator: second};\n } else {\n const ufirst = this.unbracket(first);\n return {tex: `\\\\frac{${ufirst.tex}}{}`, pos: first.pos, end: frac.end, ttype: 'fraction', numerator: ufirst, denominator: null, raw_numerator: first, raw_denominator: null};\n }\n } else {\n return first;\n }\n }\n \n // I ::= S_S | S^S | S_S^S | S Intermediate expression\n intermediate(pos = 0) {\n const first = this.simple(pos);\n if(!first) {\n return;\n }\n const ss = this.subsup(first.end);\n if(ss) {\n return {tex: `${first.tex}${ss.tex}`, pos:pos, end:ss.end, ttype: 'intermediate', expression: first, subsup: ss};\n } else {\n return first;\n }\n }\n\n subsup(pos = 0) {\n let tex = '';\n let end = pos;\n let sub = this.exact('_',pos);\n let sub_expr, sup_expr;\n if(sub) {\n sub_expr = this.unbracket(this.simple(sub.end));\n if(sub_expr) {\n tex = `${tex}_{${sub_expr.tex}}`;\n end = sub_expr.end;\n } else {\n tex = `${tex}_{}`;\n end = sub.end;\n }\n }\n let sup = this.match(/^\\^(?!\\^)/,end);\n if(sup) {\n sup_expr = this.unbracket(this.simple(sup.end));\n if(sup_expr) {\n tex = `${tex}^{${sup_expr.tex}}`;\n end = sup_expr.end;\n } else {\n tex = `${tex}^{}`;\n end = sup.end;\n }\n }\n if(sub || sup) {\n return {tex: tex, pos: pos, end: end, ttype: 'subsup', sub: sub_expr, sup: sup_expr};\n }\n }\n\n // S ::= v | lEr | uS | bSS Simple expression\n simple(pos = 0) {\n return this.longest([this.matrix(pos), this.bracketed_expression(pos), this.binary(pos), this.constant(pos), this.text(pos), this.unary(pos), this.negative_simple(pos)]);\n }\n\n negative_simple(pos = 0) {\n const dash = this.exact(\"-\",pos);\n if(dash && !this.other_constant(pos)) {\n const expr = this.simple(dash.end);\n if(expr) {\n return {tex: `- ${expr.tex}`, pos: pos, end: expr.end, ttype: 'negative_simple', dash: dash, expr: expr}\n } else {\n return {tex: '-', pos: pos, end: dash.end, ttype: 'constant'};\n }\n }\n }\n\n // matrix: leftbracket \"(\" expr \")\" (\",\" \"(\" expr \")\")* rightbracket \n // each row must have the same number of elements\n matrix(pos = 0) {\n let left = this.left_bracket(pos);\n let lr = false;\n if(!left) {\n left = this.leftright_bracket(pos,'left');\n if(!left) {\n return;\n }\n lr = true;\n }\n const contents = this.matrix_contents(left.end, lr);\n if(!contents) {\n return;\n }\n const right = lr ? this.leftright_bracket(contents.end, 'right') : this.right_bracket(contents.end);\n if(!right) {\n return;\n }\n const contents_tex = contents.rows.map(r=>r.tex).join(' \\\\\\\\ ');\n const matrix_tex = contents.is_array ? `\\\\begin{array}{${contents.column_desc}} ${contents_tex} \\\\end{array}` : `\\\\begin{matrix} ${contents_tex} \\\\end{matrix}`;\n return {tex: `\\\\left ${left.tex} ${matrix_tex} \\\\right ${right.tex}`, pos: pos, end: right.end, ttype: 'matrix', rows: contents.rows, left: left, right: right};\n }\n\n matrix_contents(pos = 0, leftright = false) {\n let rows = [];\n let end = pos;\n let row_length = undefined;\n let column_desc = undefined;\n let is_array = false;\n while(!this.eof(end) && !(leftright ? this.leftright_bracket(end) : this.right_bracket(end))) {\n if(rows.length) {\n const comma = this.exact(\",\",end);\n if(!comma) {\n return;\n }\n end = comma.end;\n }\n const lb = this.match(/^[(\\[]/,end);\n if(!lb) {\n return;\n }\n\n const cells = [];\n const columns = [];\n end = lb.end;\n while(!this.eof(end)) {\n if(cells.length) {\n const comma = this.exact(\",\",end);\n if(!comma) {\n break;\n }\n end = comma.end;\n }\n const cell = this.matrix_cell(end);\n if(!cell) {\n break;\n }\n if(cell.ttype=='column') {\n columns.push('|');\n is_array = true;\n if(cell.expr!==null) {\n columns.push('r');\n cells.push(cell.expr);\n }\n } else {\n columns.push('r');\n cells.push(cell);\n }\n end = cell.end;\n }\n if(!cells.length) {\n return;\n }\n if(row_length===undefined) {\n row_length = cells.length;\n } else if(cells.length!=row_length) {\n return;\n }\n const rb = this.match(/^[)\\]]/,end);\n if(!rb) {\n return;\n }\n const row_column_desc = columns.join('');\n if(column_desc===undefined) {\n column_desc = row_column_desc;\n } else if(row_column_desc!=column_desc) {\n return;\n }\n rows.push({ttype: 'row', tex: cells.map(c=>c.tex).join(' & '), pos: lb.end, end: end, cells: cells});\n end = rb.end;\n }\n if(row_length===undefined || (row_length<=1 && rows.length<=1)) {\n return;\n }\n return {rows: rows, end: end, column_desc: column_desc, is_array: is_array};\n }\n\n matrix_cell(pos = 0) {\n const lvert = this.exact('|',pos);\n if(lvert) {\n const middle = this.expression(lvert.end);\n if(middle) {\n const rvert = this.exact('|',middle.end);\n if(rvert) {\n const second = this.expression(rvert.end);\n if(second) {\n return {tex: `\\\\left \\\\lvert ${middle.tex} \\\\right \\\\rvert ${second.text}`, pos: lvert.pos, end: second.end, ttype: 'expression', exprs: [middle,second]};\n }\n } else {\n return {ttype: 'column', expr: middle, pos: lvert.pos, end: middle.end};\n }\n } else {\n return {ttype: 'column', expr: null, pos: lvert.pos, end: lvert.end}\n }\n }\n return this.expression(pos);\n }\n \n bracketed_expression(pos = 0) {\n const l = this.left_bracket(pos);\n if(l) {\n const middle = this.expression_list(l.end);\n if(middle) {\n const m = this.mid_expression(l,middle,pos);\n if(m) {\n return m;\n }\n const r = this.right_bracket(middle.end) || this.leftright_bracket(middle.end,'right');\n if(r) {\n return {tex: `\\\\left ${l.tex} ${middle.tex} \\\\right ${r.tex}`, pos: pos, end: r.end, bracket: true, left: l, right: r, middle: middle, ttype: 'bracket'};\n } else if(this.eof(middle.end)) {\n return {tex: `\\\\left ${l.tex} ${middle.tex} \\\\right.`, pos: pos, end: middle.end, ttype: 'bracket', left: l, right: null, middle: middle};\n } else {\n return {tex: `${l.tex} ${middle.tex}`, pos: pos, end: middle.end, ttype: 'expression', exprs: [l,middle]};\n }\n } else {\n const r = this.right_bracket(l.end) || this.leftright_bracket(l.end,'right');\n if(r) {\n return {tex: `\\\\left ${l.tex} \\\\right ${r.tex}`, pos: pos, end: r.end, bracket: true, left: l, right: r, middle: null, ttype: 'bracket'};\n } else {\n return {tex: l.tex, pos: pos, end: l.end, ttype: 'constant'};\n }\n }\n }\n if(this.other_constant(pos)) {\n return;\n }\n const left = this.leftright_bracket(pos, 'left');\n if(left) {\n const middle = this.expression_list(left.end);\n if(middle) {\n const m = this.mid_expression(left,middle,pos);\n if(m) {\n return m;\n }\n const right = this.leftright_bracket(middle.end, 'right') || this.right_bracket(middle.end);\n if(right) {\n return {tex: `\\\\left ${left.tex} ${middle.tex} \\\\right ${right.tex}`, pos: pos, end: right.end, bracket: true, left: left, right: right, middle: middle, ttype: 'bracket'};\n }\n }\n }\n }\n\n // Detect the case where the \"middle\" part of a bracketed expression ends in another bracketed expression whose left delimiter is a left/right symbol, e.g. `|`.\n // In these cases, interpret this as a bracketed expression where the left/right symbol is a 'mid' delimiter.\n mid_expression(l,middle,pos) {\n function is_mid_bracket(t) {\n return t.ttype == 'bracket' && t.left.ttype=='leftright_bracket';\n }\n if(middle.exprs.length==1 && middle.exprs[0].ttype=='expression') {\n const firsts = [middle.exprs[0].exprs[0]];\n let last = middle.exprs[0].exprs[1];\n let end = middle.end;\n while(last.ttype=='expression') {\n const first = last.exprs[0];\n if(is_mid_bracket(first)) {\n last = first;\n end = first.end;\n break;\n }\n firsts.push(last.exprs[0]);\n last = last.exprs[1];\n }\n if(last.ttype=='fraction') {\n last = last.raw_numerator;\n end = last.end;\n }\n if(!(last.ttype=='bracket' && last.left.ttype=='leftright_bracket')) {\n return;\n }\n const firsttex = firsts.map(e=>e.tex).join(' ');\n const mid = last.left;\n const lasttex = last.middle.exprs.map(e=>e.tex).join(' ');\n const nr = last.right;\n return {tex: `\\\\left ${l.tex} ${firsttex} ${mid.def.mid_tex} ${lasttex} \\\\right ${nr.tex}`, pos: pos, end: end, left: l, right: nr, middle: {tex: `${firsttex} ${mid.def.mid_tex} ${lasttex}`, exprs: firsts.concat([mid,last.middle]), pos: middle.pos, end: last.middle.end, ttype: 'expression_list'}};\n }\n }\n \n // r ::= ) | ] | } | :) | :} | other right brackets\n right_bracket(pos = 0) {\n for(let bracket of this.right_brackets) {\n const m = this.exact(bracket.asciimath,pos);\n if(m) {\n return {tex: bracket.tex, pos: pos, end: m.end, asciimath: bracket.asciimath, def: bracket, ttype: 'right_bracket'};\n }\n }\n }\n \n // l ::= ( | [ | { | (: | {: | other left brackets\n left_bracket(pos = 0) {\n for(let bracket of this.left_brackets) {\n const m = this.exact(bracket.asciimath,pos);\n if(m) {\n return {tex: bracket.tex, pos: pos, end: m.end, asciimath: bracket.asciimath, ttype: 'left_bracket'};\n }\n }\n }\n\n leftright_bracket(pos = 0,position) {\n for(let lr of this.leftright_brackets) {\n const b = this.exact(lr.asciimath, pos);\n if(b) {\n if(this.exact(',',b.end)) {\n return {tex: lr.free_tex, pos: pos, end: b.end, ttype: 'binary'};\n } else {\n return {tex: position=='left' ? lr.left_tex : position=='right' ? lr.right_tex : lr.free_tex, pos: pos, end: b.end, ttype: 'leftright_bracket', def: lr};\n }\n }\n }\n }\n\n text(pos = 0) {\n const quoted = this.match(/^\"([^\"]*)\"/,pos);\n if(quoted) {\n const text = this.escape_text(quoted.match[1]);\n return {tex: `\\\\text{${text}}`, pos: pos, end: quoted.end, ttype: 'text', text: text};\n }\n const textfn = this.match(/^(?:mbox|text)\\s*(\\([^)]*\\)?|\\{[^}]*\\}?|\\[[^\\]]*\\]?)/,pos);\n if(textfn) {\n const text = this.escape_text(textfn.match[1].slice(1,textfn.match[1].length-1));\n return {tex: `\\\\text{${text}}`, pos: pos, end: textfn.end, ttype: 'text', text: text};\n }\n }\n\n // b ::= frac | root | stackrel | other binary symbols\n binary(pos = 0) {\n for(let binary of this.binary_symbols) {\n const m = this.exact(binary.asciimath, pos);\n const [lb1,rb1] = binary.option ? ['[',']'] : ['{','}'];\n if(m) {\n const a = this.unbracket(this.simple(m.end));\n if(a) {\n const atex = binary.rawfirst ? a.middle_asciimath : a.tex;\n const b = this.unbracket(this.simple(a.end));\n if(b) {\n return {tex: `${binary.tex}${lb1}${atex}${rb1}{${b.tex}}`, pos: pos, end: b.end, ttype: 'binary', op: binary, arg1: a, arg2: b};\n } else {\n return {tex: `${binary.tex}${lb1}${atex}${rb1}{}`, pos: pos, end: a.end, ttype: 'binary', op: binary, arg1: a, arg2: null};\n }\n } else {\n return {tex: `${binary.tex}${lb1}${rb1}{}`, pos: pos, end: m.end, ttype: 'binary', op: binary, arg1: null, arg2: null};\n }\n }\n }\n }\n\n // u ::= sqrt | text | bb | other unary symbols for font commands\n unary(pos = 0) {\n for(let u of this.unary_symbols) {\n const m = this.exact(u.asciimath, pos);\n if(m) {\n const ss = this.subsup(m.end);\n const sstex = ss ? ss.tex : '';\n const end = ss ? ss.end : m.end;\n const barg = this.simple(end);\n const arg = u.func ? barg : this.unbracket(barg);\n const argtex = arg && (u.raw ? arg.middle_asciimath : arg.tex);\n if(u.rewriteleftright) {\n const [left,right] = u.rewriteleftright;\n if(arg) {\n return {tex: `\\\\left ${left} ${argtex} \\\\right ${right} ${sstex}`, pos: pos, end: arg.end, ttype: 'unary', op: m, subsup: ss, arg: arg};\n } else {\n return {tex: `\\\\left ${left} \\\\right ${right} ${sstex}`, pos: pos, end: m.end, ttype: 'unary', op: m, subsup: ss, arg: null};\n }\n } else {\n if(arg) {\n return {tex: `${u.tex}${sstex}{${argtex}}`, pos: pos, end: arg.end, ttype: 'unary', op: m, subsup: ss, arg: arg};\n } else {\n return {tex: `${u.tex}${sstex}{}`, pos: pos, end: m.end, ttype: 'unary', op: m, subsup: ss, arg: null};\n }\n }\n }\n }\n }\n\n // v ::= [A-Za-z] | greek letters | numbers | other constant symbols\n constant(pos = 0) {\n if(this.right_bracket(pos)) {\n return;\n }\n return this.longest([this.other_constant(pos), this.greek(pos), this.name(pos), this.number(pos), this.arbitrary_constant(pos)]);\n }\n \n name(pos = 0) {\n return this.literal(this.match(/^[A-Za-z]/, pos));\n }\n \n greek(pos = 0) {\n const re_greek = new RegExp('^('+this.greek_letters.join('|')+')');\n const m = this.match(re_greek, pos);\n if(m) {\n return {tex: '\\\\'+m.token, pos: pos, end: m.end, ttype: 'greek'};\n }\n }\n \n number(pos = 0) {\n const re_number = new RegExp('^\\\\d+('+this.decimalsign+'\\\\d+)?');\n return this.literal(this.match(re_number, pos));\n }\n\n other_constant(pos = 0) {\n for(let sym of this.constants) {\n let m = this.exact(sym.asciimath, pos);\n if(m) {\n return {tex: `${sym.tex}`, pos: m.pos, end: m.end, ttype: 'other_constant'};\n }\n }\n for(let sym of this.relations) {\n if(!sym.asciimath.match(/^!/)) {\n let notm = this.exact('!'+sym.asciimath, pos);\n if(notm) {\n return {tex: `\\\\not ${sym.tex}`, pos: notm.pos, end: notm.end, ttype: 'other_constant'};\n }\n }\n }\n }\n \n arbitrary_constant(pos = 0) {\n if(!this.eof(pos)) {\n if(this.exact(\",\",pos)) {\n return;\n }\n for(let nc of this.non_constant_symbols.concat(this.left_brackets.map(x=>x.asciimath), this.right_brackets.map(x=>x.asciimath), this.leftright_brackets.map(x=>x.asciimath))) {\n if(this.exact(nc, pos)) {\n return;\n }\n }\n const spos = this.strip_space(pos);\n const symbol = this.source(spos).slice(0,1);\n return {tex: symbol, pos: pos, end: spos+1, ttype: 'arbitrary_constant'};\n }\n 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