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May
19
asked Character sums over a fixed subset of skew tableaux
May
18
comment Young Tableau Box Correlations
@oferzeitouni: I'm familiar with the mentioned lozenge tiling results but unfortunately I'm not sure if they apply here. Specifically, lozenge tilings use Plancherel measure whereas this problem is for uniform measure on a fixed tableau. As well, as far as I remember, schur functions and macdonald polynomials index lozenge tile locations and don't really rely on exact single box distributions. The only connection I see to Plancherel measure is that the resulting square limit curves are in some sense deformed Logan-Shepp curves.
May
12
asked Young Tableau Box Correlations
May
2
awarded  Investor
Apr
2
awarded  Custodian
Apr
2
reviewed Approve What is the easiest randomized algorithm to motivate to the layperson?
Mar
26
comment Are there any Algebraic Geometry Theorems that were proved using Combinatorics?
Does Schubert Calculus qualify?
Mar
15
comment Parodies of abstruse mathematical writing
An old classic, albeit from engineering: youtube.com/watch?v=RXJKdh1KZ0w
Feb
25
revised Adding a row to a Young Tableau via Novelli-Pak-Stoyanovskii
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Feb
24
revised Adding a row to a Young Tableau via Novelli-Pak-Stoyanovskii
deleted 2 characters in body
Feb
23
asked Adding a row to a Young Tableau via Novelli-Pak-Stoyanovskii
Feb
18
revised Exact growth rate of Longest Increasing Subsequence expectation
added 49 characters in body
Feb
18
revised Exact growth rate of Longest Increasing Subsequence expectation
added 235 characters in body
Feb
18
comment Exact growth rate of Longest Increasing Subsequence expectation
@RichardStanley: Ah, thanks! Do you happen to know if the higher (third order) terms are known? I guess I should edit my question to emphasize this.
Feb
18
revised Exact growth rate of Longest Increasing Subsequence expectation
added 45 characters in body
Feb
18
asked Exact growth rate of Longest Increasing Subsequence expectation
Jan
23
comment Book on Convergence Concepts in Probability without Measure Theory
@LiviuNicolaescu: I was actually thinking that what's presented in chapter 7 is not really measure theory (no sigma-algebras, simple-functions, measures, etc). Just the modes of convergence defined. The truth is I read the book after taking a class on measure theory so the concepts were of course familiar. But again, I would think that this is as good as OP will find if they want to use a book that presents "graduate" level probability with basically no mention of measures.
Jan
23
answered Book on Convergence Concepts in Probability without Measure Theory
Jan
13
awarded  Good Answer
Nov
25
answered Strongly asymmetric graphs