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Stefan Kohl's user avatar
Stefan Kohl's user avatar
Stefan Kohl
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  • Member for 12 years, 1 month
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How feasible is it to prove Kazhdan's property (T) by a computer?
Simple edit to allow a user to undo an accidental downvote.
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PhD dissertations that solve an established open problem
@AliTaghavi: You are welcome. -- And thank YOU!
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Higher dimensional Rubik's cube group
@peawormsworth Well -- the colored "squares" here are cubes. So, there are 4 of them around each corner.
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Order of products of elements in symmetric groups
Updated the link to the homepage of Joachim König.
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When is $\operatorname{Out}(G)$ isomorphic to the symmetries of the character table of $G$?
The mapping $\psi$ is not always injective as it may happen that $G$ has outer automorphisms which induce the identity permutation on the set of conjugacy classes. The smallest group where this happens has order 32 -- see e.g. here.
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How hard is it to find a prime number with given primitive roots?
@LevBorisov Using quadratic reciprocity and the chinese remainder theorem, it should be straightforward to find a prime $p$ with given quadratic residues and -nonresidues (finding the smallest though may not be easy). In contrast, for primitive roots, I don't see how quadratic reciprocity would help much.
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Hardy–Littlewood Tauberian theorem for Laplace transform
Can you perhaps elaborate? (As it stands, this answer is not much more than a link-only answer.)
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