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Jun
10
awarded  Famous Question
Feb
20
awarded  Nice Question
Jan
5
revised Is there a simple test for uniform distributions?
added 2 characters in body
Sep
24
awarded  Autobiographer
Jul
2
awarded  Curious
Jul
27
comment Expected length of the “greedy” increasing sub-sequence?
i.e for reasonably lengthened sequence "a small positive integer". (Which as it happens, for my purposes, is accurate enough.)
Jul
27
accepted Expected length of the “greedy” increasing sub-sequence?
Jul
27
comment Expected length of the “greedy” increasing sub-sequence?
Put that in as an answer?
Jul
27
asked Expected length of the “greedy” increasing sub-sequence?
Jun
23
awarded  Notable Question
Apr
11
awarded  Excavator
Apr
11
revised Is there a simple test for uniform distributions?
linkify a term
Apr
11
suggested approved edit on Is there a simple test for uniform distributions?
Dec
9
awarded  Popular Question
Oct
1
revised Estimate the size of a set given random sub sets.
added 14 characters in body
Sep
28
comment Estimate the size of a set given random sub sets.
@HagenvonEitzen: then it would not be possible to avoid assumptions about the distribution or probabilities.
Sep
28
asked Estimate the size of a set given random sub sets.
May
6
awarded  Teacher
May
6
answered If $x$ and $y$ are rational numbers and $x^5+y^5=2x^2y^2,$ then $1-xy$ is a perfect square.
Feb
18
comment What is the product of the empty set?
Would it be more correct to say the "multiplicative identity"?