29,580 reputation
359131
bio website math.tsukuba.ac.jp/~carnahan
location 筑波市, Japan
age
visits member for 5 years, 1 month
seen 9 mins ago
I think this is a neat project.

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comment Number of isomorphism types of finite groups
I think the second theorem needs parentheses around part of the exponent.
11h
answered a question about connected open sets in $R^2$
14h
comment Twin primes for polynomials in $\Bbb Z[X]$
Your question is rather vague. What sort of analogue are you looking for?
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reviewed Close What is the characterization of a graph Laplacian?
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reviewed Close Homotopical nilpotency
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reviewed Close Questions about the Moduli Space of Vector Bundles of rank 2 with trivial determinant
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comment Do smooth ind schemes have Dualizing sheafs?
@ReimundoHeluani Those sections of DAG XIV are quite similar to Gaitsgory's treatment, but developed in a different direction, in slightly different language and with more precise proofs. I think any relationships between dualizing complexes and determinant gerbes may be better illuminated by Sho Saito's recent work relating K-theory delooping with Beilinson's locally compact object construction (e.g., arxiv.org/abs/1405.0923), but I don't know how to state anything precise.
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reviewed Close 4th order statistics of Circularly Symmetric Complex Normal random vector?
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reviewed Close Mean time for the renewal process
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comment Examples of weird 'modular like mathematical space' that behaves like as if it is infinite until a threshold value is reached?
I don't think you have described a well-defined mathematical object, but a very similar phenomenon plays a central role in the celebrated 80s film Back to the Future.
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answered Do smooth ind schemes have Dualizing sheafs?
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reviewed Close Poisson bivector on the product of two manifolds
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reviewed Close infinitesimally commutative diagram
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reviewed Leave Open Estimating polynomial approximation error in high dimension
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reviewed Close Help in finding distribution of the following function of random variable
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reviewed Reopen Powers of finite simple groups
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comment Finding nodes with a particular weight in a graph
This is a duplicate of math.stackexchange.com/questions/1035241/… You should disclose your cross-posts to prevent unnecessary duplication of effort.
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reviewed Leave Closed Summation with 2 functions
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reviewed Close How can i simplify the sum of modified partial bell polynomials
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reviewed Close independent subset problems