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Jul
10
revised Can a biased physical random source be post-processed to control the bias?
edited tags
Jul
10
reviewed Close Proof that arithmetic mean is greater than geometric mean?
Jul
10
revised Can a biased physical random source be post-processed to control the bias?
edited tags
Jul
10
asked Can a biased physical random source be post-processed to control the bias?
Jul
7
comment Which biased random sources can be obtained from an unbiased one?
The expanded answer is even more awesome. And it is actually a quite canonical procedure, in a certain sense.
Jul
7
comment Which biased random sources can be obtained from an unbiased one?
Cool, I'm glad I asked. But you surely mean one can get every $p\in \mathbb Q\cap[0,1]$, not every $p\in[0,1]$. Or what would you do for $p=1/\sqrt{2}$?
Jul
7
accepted Which biased random sources can be obtained from an unbiased one?
Jul
7
asked Which biased random sources can be obtained from an unbiased one?
Jul
2
awarded  Curious
Jul
2
awarded  Inquisitive
Jun
25
accepted Are these two equivalences really as “immediate” as Jean-Yves Girard claims?
Jun
25
answered Are these two equivalences really as “immediate” as Jean-Yves Girard claims?
Jun
23
awarded  Yearling
Jun
22
asked Are these two equivalences really as “immediate” as Jean-Yves Girard claims?
Jun
19
reviewed Looks OK $R[x]$ can be an integral extension of $R$?
Jun
19
reviewed Reject For $R$-modules $M,N$, what are sufficient conditions for $\operatorname{Supp}(M\otimes_R N)\subseteq \operatorname{Supp}(\operatorname{Hom}_R(M,N))$?
Jun
19
reviewed Reject Noetherian ring and prime ideal contained in an invertible maximal ideal.
Jun
19
reviewed Leave Open 3 random numbers to describe point on a sphere
Jun
19
reviewed Leave Open Ring of linear transformations modulo finite rank transformations
Jun
19
awarded  Custodian