Combinatorial aspects of multiple zeta values.
Combinatorial aspects of polylogarithms and Euler-Zagier sums. (Aspects combinatoires des polylogarithmes et des sommes d'Euler-Zagier.)
Combinatorial bases of modules for affine Lie algebra B 2(1)
We construct bases of standard (i.e. integrable highest weight) modules L(Λ) for affine Lie algebra of type B 2(1) consisting of semi-infinite monomials. The main technical ingredient is a construction of monomial bases for Feigin-Stoyanovsky type subspaces W(Λ) of L(Λ) by using simple currents and intertwining operators in vertex operator algebra theory. By coincidence W(kΛ0) for B 2(1) and the integrable highest weight module L(kΛ0) for A 1(1) have the same parametrization of combinatorial bases...
Combinatorial Complexity Bounds for Arrangements of Curves and Spheres.
Combinatorial congruences and Stirling numbers
Combinatorial constructions of weight bases: the Gelfand-Tsetlin basis.
Combinatorial enumeration of ragas (scales of integer sequences) of Indian music.
Combinatorial formulae for multiple set-valued labellings.
Combinatorial game theory foundations applied to digraph kernels.
Combinatorial Geometries Representable over GF(3) and GF(q). I. The Number of Points.
Combinatorial identities by way of Wilf's multigraph model.
Combinatorial identities deriving from the th power of a matrix.
Combinatorial identities from the spectral theory of quantum graphs.
Combinatorial interpretation of generalized Stirling numbers.
Combinatorial interpretations for identities using chromatic partitions
We provide combinatorial interpretations for three new classes of partitions, the so-called chromatic partitions. Using only combinatorial arguments, we show that these partition identities resemble well-know ordinary partition identities.
Combinatorial interpretations for rank-two cluster algebras of affine type.
Combinatorial interpretations of a generalization of the Genocchi numbers.
Combinatorial interpretations of binomial coefficient analogues related to Lucas sequences.
Combinatorial interpretations of the Jacobi-Stirling numbers.
Combinatorial labelings of graphs.