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Questions about the Monster group, the largest of the sporadic simple groups. This group acts as symmetries on a vertex operator algebra whose graded dimension is the elliptic $j$-function.

6 votes

Where can I find a table of the exponents of the sporadic groups?

I couldn't find an online table of exponents for sporadic groups, so I used GAP to produce one: $$ \begin{align*} \mathbf{Group}&&\mathbf{Exponent}&&\mathbf{Factorization}\\ M_{11}&&1320&&2^3\cdot3\cd …
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