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Ira Gessel's user avatar
Ira Gessel's user avatar
Ira Gessel's user avatar
Ira Gessel
  • Member for 14 years, 1 month
  • Last seen this week
  • Brandeis University, Waltham, MA, United States
3 votes

Enumerating unlabeled trees with degree at most 3

3 votes
Accepted

What is the cardinality of the family of unlabelled bipartite graphs on n vertices?

3 votes

permutations rescuing chain/product rules?

3 votes

Combinatorial aspects of continued fractions

3 votes
Accepted

Identity involving shifted Legendre coefficients

3 votes
Accepted

Name for series $\sum f_n x^n / (n! (n+k)!)$

3 votes
Accepted

Draws from multiple non-disjoint urns

3 votes
Accepted

Number of subsets with fixed cardinality k, and sum of elements a multiple of m

3 votes

Reference request: enumeration under group action

3 votes
Accepted

Confusion in definition of class of structures and combinatorial class

3 votes

Comparing two power-series

3 votes

Important combinatorial and algebraic interpretations of the coefficients in the polynomial $[n]!_q = (1+q)(1+q+q^2) \ldots (1+q+\cdots + q^{n-1})$

3 votes
Accepted

Does this equation have an explicit solution?

3 votes

Proof of a combinatorial identity (possibly using trigonometric identities)

3 votes
Accepted

A question about generalized harmonic numbers modulo $p$

3 votes

Nonequivalent definitions in Mathematics

3 votes

A question on the real root of a polynomial

2 votes
Accepted

Terminology associated with mathematical induction

2 votes
Accepted

Showing equality of Eberlein polynomials

2 votes

Asymptotics for sum involving Euler numbers

2 votes

An explicit representation for polynomials generated by a power of $x/\sin(x)$

2 votes

Finite differences of Stirling numbers

2 votes

Bilinear recurrence relation between even Bernoulli numbers

2 votes

Upper bound for an infinite series of Pochhammer Symbol

2 votes
Accepted

Closed form for odd part of Bernoulli Polynomial generating function, $\sum_{k=0}^{\infty}B_{2k+1}(x)\frac{t^{2k+1}}{(2k+1)!}$

2 votes
Accepted

How is this combinatorial structure called?

2 votes
Accepted

Enumeration of labeled connected bipartite graphs given partite sets

2 votes

Reference request : an elementary product-sum formula for binomial coefficients

2 votes

Cyclically symmetric functions

2 votes
Accepted

Reference request on symmetric polynomials

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