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does anyone know an online utility tool that computes the subgroup of the symmetric group generated by generators, for example, I want the program to tell me

$$ \langle (13)(24), (13) \rangle = \{ (1), (13)(24), (13), (24) \} $$

I’ve tried and but none of the calculators from Wolfram Alpha seem to do what I want

Also, I don’t know if this is off-topic, please delete if these posts are not allowed

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1 Answer

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You can try GAP (specialized in computations for group theory) or SAGE.

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