Consider a set given in latex, say
$[0;\sqrt{3}) \cup \{2;3\} \cup (4;+\infty)$
Is there a fast way to parse this string into a sympy set?
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Consider a set given in latex, say
$[0;\sqrt{3}) \cup \{2;3\} \cup (4;+\infty)$
Is there a fast way to parse this string into a sympy set?