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 Jul2 awarded Curious Jun16 comment expansion for $1-|t|$ @tomasz: I ment global maximum.And its composition. Jun15 comment Calculation of the moments using Hypergeometric distribution @MansT:You said that the hypergeometric distribution can be approximated with the binomial. Does it mean that $E(X-\mu)^q\sim E(Y-E(Y))^q,$ where $Y$ is Binomial? Jun13 asked expansion for $1-|t|$ Jun11 comment Is there chance to form a frame (Riesz basis)? Yes, its for $p\ge 2$. Jun11 comment Is there chance to form a frame (Riesz basis)? @Leonid Kovalev: Thank you. Jun11 asked Is there chance to form a frame (Riesz basis)? Jun10 awarded Investor Jun10 comment Calculation of the moments using Hypergeometric distribution I've also interested in that question some time ago. In fact, using Stirling's approximation formula, you'll get the same sum as in math.stackexchange.com/q/139189/23993. But here we wanted to calculate expectation. So, I am not sure about zero for odd $q$. Jun9 accepted Condition for frame of $L_2$ Jun8 awarded Caucus Jun8 revised Condition for frame of $L_2$ added 177 characters in body Jun8 asked Condition for frame of $L_2$ Jun7 comment Derivative of sinc function This ebooks.cambridge.org/… maybe also helpful Jun4 accepted Application for the random variable Jun1 asked Lower bound for the eigenvalue Jun1 revised Hermite functions and integral added 2 characters in body Jun1 comment Hermite functions and integral for the prolate spheroidal function instead of f(x) in the Uspensky theorem. Jun1 comment Hermite functions and integral Yes, you are right. How small it can be. I wanted to use Uspensky result jstor.org/discover/10.2307/… May31 asked Hermite functions and integral