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 Jul2 awarded Curious Oct26 accepted Elementary question regarding binomial coefficient Oct26 comment Elementary question regarding binomial coefficient Thank you to all of you for the great comments. Indeed if and only if is asking too much. It was great to see that $n$ and $j$ coprime implies ${n \choose j}$ is a multiple of $n$. Thanks again and best wishes. Oct26 asked Elementary question regarding binomial coefficient Aug29 awarded Editor Aug28 accepted Maple command for algebraic combinaiton of polynomial in $\mathbb{Z}_p[x]$ Aug26 comment Maple command for algebraic combinaiton of polynomial in $\mathbb{Z}_p[x]$ I would like to use $\mathbb{Z}_p$ as the integers modulo $p$. Sorry for the confusion. Aug25 asked Maple command for algebraic combinaiton of polynomial in $\mathbb{Z}_p[x]$ Aug2 comment Summing the odds over the evens Is it possible to avoid Stirlings formula? Are you able to use $/frac{1}{2/sqrt{n}} < |a_n| < /frac{1}{/sqrt{2n-1}}$? Aug2 accepted Summing the odds over the evens Aug2 asked Summing the odds over the evens Jun26 awarded Yearling Jun1 awarded Popular Question Jan2 awarded Nice Question Apr13 awarded Yearling May16 asked Sufficient conditions for $f$ to be a rotation of $g$ May16 accepted entire bijection of $\mathbb{C}$ with 2 fixed points May16 comment entire bijection of $\mathbb{C}$ with 2 fixed points Perfect. Thank you. May16 comment entire bijection of $\mathbb{C}$ with 2 fixed points @Thomas: But how would that fix the imaginary axis? May16 comment entire bijection of $\mathbb{C}$ with 2 fixed points @Thomas: Is $f(x+iy)=-x$ entire?