A combinatorial derivation of the PASEP stationary state.
A combinatorial derivation with Schröder paths of a determinant representation of Laurent biorthogonal polynomials.
A combinatorial formula for orthogonal idempotents in the 0-Hecke algebra of the symmetric group.
A combinatorial formula for the Hilbert series of bigraded -modules.
A combinatorial identity arising from cobordism theory.
A combinatorial inequality. (Eine kombinatorische Ungleichung.)
A combinatorial interpretation for a super-Catalan recurrence.
A combinatorial interpretation for an identity of Barrucand.
A combinatorial interpretation for certain relatives of the Conolly sequence.
A combinatorial interpretation for the coefficients in the Kronecker product .
A combinatorial interpretation of homotopy groups of polyhedra
A combinatorial interpretation of the area of Schröder paths.
A combinatorial interpretation of the eigensequence for composition.
A combinatorial interpretation of the numbers .
A Combinatorial Lemma.
A combinatorial problem connected with differential equations II
A combinatorial proof of a formula for Betti numbers of a stacked polytope.
A combinatorial proof of a partition identity of Andrews and Stanley.
A combinatorial proof of a result for permutation pairs
In this paper, a direct combinatorial proof is given of a result on permutation pairs originally due to Carlitz, Scoville, and Vaughan and later extended. It concerns showing that the series expansion of the reciprocal of a certain multiply exponential generating function has positive integer coefficients. The arguments may then be applied to related problems, one of which concerns the reciprocal of the exponential series for Fibonacci numbers.
A combinatorial proof of a result from number theory.