# lizusek

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bio website cf16.eu location Warsaw, Poland age 29 member for 1 year, 10 months seen 6 hours ago profile views 43

Deep in the fundamental heart of mind and Universe, there is a reason. – Slartibartfast

there is or there is not

– lizusek

# 84 Actions

 Oct15 comment how to interpret theorem about polynomial factorization over modulo ring? @ThomasAndrews I think you forgot 1 in condition with braces: sum(ai) should be 1+sum(ai) regarding my notation and yours to express f(X), is this correct? I assume you mean a0 stands for X^n coefficient and equals 0 but it isn't clear Oct15 comment how to interpret theorem about polynomial factorization over modulo ring? yes, my translation wasn't exact, thanks Oct15 revised how to interpret theorem about polynomial factorization over modulo ring? deleted 1 characters in body Aug26 comment Why does each subfield have to contain multiples of 1? @Hagen von Eitzen and Git Gud, thank you both very much Jul27 comment How did Euler prove the Mersenne number $2^{31}-1$ is a prime so early in history? and it has only 227,832 digits Jul27 answered how to calculate partial derivative? Jul27 accepted how to interpret theorem about polynomial factorization over modulo ring? Jul27 comment how to interpret theorem about polynomial factorization over modulo ring? so it should be non-trivial because X doesn't meet condition and it doesn't have linear factors other than trivial factor X, and same with X+1 Jul27 comment how to interpret theorem about polynomial factorization over modulo ring? @Billy non-trivial is different than polynomial itself Jul27 comment how to interpret theorem about polynomial factorization over modulo ring? because next in the book X and X+1 are given as examples of such polynomials with non-linear factors Jul27 answered generating a vector given other vectors in modulo 11 Jul27 revised how to interpret theorem about polynomial factorization over modulo ring? added 53 characters in body Jul27 comment how to interpret theorem about polynomial factorization over modulo ring? yes, shouldn't it be "non-trivial linear factors"? Jul27 comment how to interpret theorem about polynomial factorization over modulo ring? @DanielFischer so the condition isn't satisfied but it has no linear factors, this is why I ask Jul27 asked how to interpret theorem about polynomial factorization over modulo ring? May13 awarded Caucus Apr21 awarded Yearling Apr14 suggested suggested edit on integrating using student t distribution Apr1 answered Sum of $\sum_{n=0}^\infty \frac{(x+2)^{n+2}}{3^n}$ Mar30 revised Formula issues when working out chances of getting certain marks edited body