Number of invertible/non-singular matrices over a finite field

andreitta
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I'm trying to find the number of different non-singular matrices (nxn) over a finite field (order q). Any help would be greatly appreciated.

Thanks in advance! :)
 
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Have a look at this thread, which discusses the case where q = 2 and generalizes easily.
 
Thanks a lot for the quick reply! I solved it already :) Hadn't thought about the cardinal of
GL_n(\mathbb{F}_q)

Thanks!
 
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