LaTeX math to Unicode text converter
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
flatlatex is a basic converter from LaTeX math to human readable text math
using unicode characters.
Basic example:
>>> import flatlatex
>>> c = flatlatex.converter()
>>> c.convert(
... (
... r'\forall \eta>0\, \exists n\in\mathbb{N}\, \forall i>n\,'
... r' |u_i-\mathcal{l}|<\eta'
... ))
'∀η>0 ∃n∈ℕ ∀i>n |uᵢ-𝓵|<η'
Commands can be added with LaTeX syntax:
>>> import flatlatex
>>> c = flatlatex.converter()
>>> c.add_newcommand(r'\newcommand\prob{\mathbb{P}}')
>>> c.add_newcommand(r'\newcommand\binom[2]{\frac{#2!}{#1!(#2-#1)!}}')
>>> c.convert(r'\prob(X=k)\,=\,\binom{k}{n}\times p^k(1-p)^{n-k}')
'ℙ(X=k) = (n!)/(k!(n-k)!)×pᵏ(1-p)ⁿ⁻ᵏ'
The behavior can be change:
>>> import flatlatex
>>> c = flatlatex.converter()
>>> c.convert(r'\frac{8}{9}')
'⁸⁄₉'
>>> c.allow_zw = False
>>> c.convert(r'\frac{8}{9}')
'8/9'
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"description": "\nLaTeX math to Unicode text converter\n~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n\nflatlatex is a basic converter from LaTeX math to human readable text math\nusing unicode characters.\n\nBasic example:\n\n >>> import flatlatex\n >>> c = flatlatex.converter()\n >>> c.convert(\n ... (\n ... r'\\forall \\eta>0\\, \\exists n\\in\\mathbb{N}\\, \\forall i>n\\,'\n ... r' |u_i-\\mathcal{l}|<\\eta'\n ... ))\n '\u2200\u03b7>0 \u2203n\u2208\u2115 \u2200i>n |u\u1d62-\ud835\udcf5|<\u03b7'\n\nCommands can be added with LaTeX syntax:\n\n >>> import flatlatex\n >>> c = flatlatex.converter()\n >>> c.add_newcommand(r'\\newcommand\\prob{\\mathbb{P}}')\n >>> c.add_newcommand(r'\\newcommand\\binom[2]{\\frac{#2!}{#1!(#2-#1)!}}')\n >>> c.convert(r'\\prob(X=k)\\,=\\,\\binom{k}{n}\\times p^k(1-p)^{n-k}')\n '\u2119(X=k) = (n!)/(k!(n-k)!)\u00d7p\u1d4f(1-p)\u207f\u207b\u1d4f'\n\nThe behavior can be change:\n\n >>> import flatlatex\n >>> c = flatlatex.converter()\n >>> c.convert(r'\\frac{8}{9}')\n '\u2078\u2044\u2089'\n >>> c.allow_zw = False\n >>> c.convert(r'\\frac{8}{9}')\n '8/9'\n\n\n",
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