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Topic: Re: Is the Monster a congruence subgroup?
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Posts: 160
Registered: 11/27/06
Re: Is the Monster a congruence subgroup?
Posted: Feb 5, 2014 9:11 AM
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has some of this connection by construction of a synthetic monster
consistent with gamma which also has an order which includes Ly and J4.
In this sense it includes all the orders of all the pariahs, but this
does not garantee the nature of being sub groups.

N=2 . 3 . 5^2 . 7 . 11 . 13^2 . 17 . 19 . 31 . 37 . 41 . 43 . 47 . 59 .
67 . 71

I haven't done enough of the maths to comprehend the meaning, but I'm
on page 8 of the book on finite simple groups "postgraduate texts in

Cheers Jacko

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