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Enumerative combinatorics, graph theory, order theory, posets, matroids, designs and other discrete structures. It also includes algebraic, analytic and probabilistic combinatorics.

3 votes
0 answers
341 views

Conjecture relating differential equation and sum of a function over partitions

The following is an addition to A function from partitions to natural numbers - is it familiar?; the function $f(\lambda)$ as defined there, when summed over all partitions of n, gives an unexpected h …
Wouter M.'s user avatar
  • 136
1 vote

Statistics on partitions equidistributed with number of even parts

see http://OEIS.org/A002865 : "Number of partitions of n that do not contain 1 as a part".
Wouter M.'s user avatar
  • 136
2 votes

Sum over integer compositions

Your case p=1 seems to be http://oeis.org/A078812, just binomial(n+k-1, 2*k-1). See also the references to http://oeis.org/A078812. The case p=-1 seems to be a variant of http://oeis.org/A048594, more …
Wouter M.'s user avatar
  • 136
6 votes
Accepted

Computing the lexicographic indices of integer partition

Lexicographic order seems more complex than reverse lexicographic order. In reverse lex order, it becomes straightforward: define p(n,k) as the number of partitions of n with largest part k (alternati …
Wouter M.'s user avatar
  • 136