Sep 23, 2019
get on my level, scrubs. my algorithm for calculating n! produces a generating set for the group s_n and then finds the size of s_n by laboriously calculating the size of orbits
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get on my level, scrubs. my algorithm for calculating n! produces a generating set for the group s_n and then finds the size of s_n by laboriously calculating the size of orbits
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Cat Adam would chase a laser pointer but be really mad at it
I need an extension that records how long I'm on fb and then pops up saying "You spineless worm. You disgrace to yourself. You claim that your newfound responsibilities of care stop you from working and yet you've spent an hours on Facebook! You HATE Facebook! Do some fucking CATAM." or something like that
10^18 fermat tests shouldnt be too many
hmm yess my program that returns the group generated by a subset of s_n is extremely bad and slow thank you for noticing
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hgrhg ok so my program didnt have an issue with the tens of thousands of calculations so much (why would it? that’s what computers do) but it didnt like me making a 10000xn matrix iteratively one row at a time
in other news, i was meant to make a program that calculates orbits from a generating set, not the whole group, so i had to rewrite that bit of code. it ended up not being too hard, though.
Some cafe studying
if you've gotta do it somewhere....