What do you call the problem of "factoring" a group member into group generators?
What do you call the problem of "factoring" a group member into group generators?
The cyclic group case is the discrete logarithm problem, but I don't know what keyword to use for other cases.
What I'm really interested in is the symmetric group. If I have a fixed set of permutations, how do i combine them into the one I want?
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do you mean something like this: https://www.math.colostate.edu/~hulpke/talks/decomp.pdf
2 0 ReplyAt a glance this looks like exactly what I was thinking of! Thank you.
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