Julian Kuelshammer
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Registered User
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Post-Doc working in representation theory
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Mar 20 |
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Classification of Hopf algebra with exactly two 1-dimensional modules Concerning the basic Hopf algebras question, there is a paper by Green and Solberg: Basic Hopf algebras and quantum groups. |
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Feb 23 |
awarded | ● Nice Answer |
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Feb 21 |
asked | Reduction algorithm for non-(semi-)free bocses |
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Feb 20 |
awarded | ● Fanatic |
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Feb 18 |
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Math Annotate Platform? For arXiv, a similar system exists (although not that heavily used): scirate3.herokuapp.com |
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Feb 9 |
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Ring-theoretic version of a matrix problem Probably too general, but a starting point could be a ring $R$ with an anti-automorphism $t:R\to R$ of order $2$. Then $O(R):=\{x\in U(R)|t(x)=x^{-1}\}$, where $U(R)$ denotes the units of $R$. |
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Jan 24 |
answered | Discovering and selecting conferences |
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Jan 24 |
accepted | Reference for Clifford theory (of algebras) |
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Jan 23 |
answered | Reference for Clifford theory (of algebras) |
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Jan 13 |
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Coinduction and corestriction are quasi-inverse equivalences for comodules? @David White: No, otherwise I would have posted it as an answer. |
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Dec 29 |
answered | Math for a cake |
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Dec 17 |
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if R=M_n(F) then Hom(M,M) = F read the faq, mathoverflow is not the right site to ask |
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Dec 15 |
accepted | Question about the shape of the dual module of a module |
