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9m
revised Riemann isometry vs Euclidean bi-Lipschitz mapping
edited tags
10m
revised What is a good method to find random points on the n-sphere when n is large?
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12m
revised What is the shape of the $n$-gon which gives the maximum of a function?
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4h
reviewed Reopen How to find an ODE with prescribed terminal values?
4h
reviewed Leave Closed Searching for $C^*$
1d
revised Historical use of figures in geometry
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1d
revised Is it possible to partition $\mathbb R^3$ into unit circles?
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1d
revised covering by spherical caps
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1d
comment In Bedrock the citizens can rent cars from Wreck Rental for $40 down and $0.04 per mile.
Welcome to the site. It is not for this type of math questions but for questions related to research in mathematics. The site for general math questions is Mathematics but also when asking there you should include more context, for example your attempts and specific difficulty with the problem.
2d
reviewed Approve Formulating conditional constraints in optimization
May
18
awarded  Sportsmanship
May
18
comment Conditions for an analogue of Cauchy-Davenport for simple groups
Thanks for pointing this out. I included the link in the main post for better visibility.
May
18
revised Conditions for an analogue of Cauchy-Davenport for simple groups
moved up link
May
16
comment The Prime Shuffle Puzzle
Polynomial in what?
May
16
comment On the independence of lower and upper asymptotic and Banach densities
It might be worth adding that Martin Sleziak presents the claim with the caveat that he might not recall it correctly and mix it up with similar results.
May
15
revised Expressing adj(A) as a polynomial in A?
rolled back to a previous revision
May
10
reviewed Close Which operators other than self-adjoint operators have no purely imaginary eigenvalues?
May
10
revised Naive definition of surface area doesn't work?
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May
10
revised What is the difference between holonomy and monodromy?
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May
10
revised On distances between points on the plane
tags minor cleanup