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Jul
2
awarded  Nice Question
Jun
25
comment Bayes' Rule where the probabilities are taken as conditional
this is more suitable over at math.stackexchange
Jun
18
comment Solving a Recurrence for a Mathematical Game
What is a pattern? It's clear that the sequence is eventually repeating since the recurrence only depend on the previous m values, and there are only 2^m combinations
Jun
18
comment Game on simple finite graphs
That's correct hardmath. I do have trouble to incorporate this in some general thing. Also,I checked cycle graphs, but it is just as confusing
Jun
18
comment Fixed Point with Permutation
Search oeis. You will probably find it there
Jun
18
comment Prove a matrix of binomial coefficients over $\mathbb{F}_p$ satisfies $A^3 = I$.
A can be factored as $BB^T$ for a triangular matrix B consisting of elements from pascals triangle using LU decomposition. This should not be hard to show. This might help but I have no idea.
Jun
17
comment Game on simple finite graphs
Ah, i think someone made an edit and changed non-negative to positive integers. Now it should be fine.
Jun
17
revised Game on simple finite graphs
added 4 characters in body
Jun
17
revised Game on simple finite graphs
deleted 3 characters in body
Jun
17
comment Game on simple finite graphs
Oh, i think I flipped the win/lose, let me edit.
Jun
17
revised Game on simple finite graphs
deleted 33 characters in body
Jun
17
asked Game on simple finite graphs
May
6
revised Combinatorial definition of Hall–Littlewood polynomials (sum over SSYT?)
added 157 characters in body
May
6
comment Combinatorial definition of Hall–Littlewood polynomials (sum over SSYT?)
It depends what you mean by explicit; You can easily write this as a sum over a family of tableaux, with some not-so-difficult combinatorial statistics on said tableaux.
May
4
answered Combinatorial definition of Hall–Littlewood polynomials (sum over SSYT?)
Mar
22
comment Determinant of a Vandermonde matrix of roots of monic polynomial with integer coefficients
Ah, right, that's true... was too quick there, haha.
Mar
22
answered Determinant of a Vandermonde matrix of roots of monic polynomial with integer coefficients
Dec
8
awarded  Caucus
Sep
5
answered Continuity of conjugate of $z$: $f(z)=\bar z$
Sep
4
comment Polygons inscribed in circles, with integer sides and integer radius
Note the similarity with the question about existence of perfect cuboids, i.e., cuboids with integer side lengths, integer side diameters, and integer space diameters.