Formal Power Series and Algebraic Combinatorics: 12th International Conference, FPSAC00, Moscow, Russia, June 2000, Proceedings [Hardcover]

Exact Asymptotics of Meander Numbers.- Algorithms of Integral Representation of Combinatorial Sums and Their Applications.- Quasi-Symmetric Functions.- Equations over Free and Fully Residually Free Groups.- Recurring Sequences.- On Modules Supported in the Nullcone.- Towards Topological Classification of Univariate Complex Polynomials.- Applicability of Zeilbergers Algorithm to Rational Functions.- Bases explicites et conjecture n!.- A Generalized Cover Time for Random Walks on Graphs.- On the Square Root of Languages.- A General Cyclic Lemma for Multiset Permutation Inversions.- Enumeration of Some Labelled Trees.- On Aperiodic and Star-free Formal Power Series in Partially Commuting Variables.- Some Generalizations of Quasi-symmetric Functions and Noncommutative Symmetric Functions.- The Skeleton of a Reduced Word and a Correspondence of Edelman and Greene.- Analytic Combinatorics of Chord Diagrams.- Specifying 2-trees.- About the Dynamics of Some Systems Based on Integer Partitions and Compositions.- Hecke Algebras of Type A at q = 0 and Quasi-differential Operators.- Central Characters and Conjugacy Classes of the Symmetric Group.- The F?redi-Hajnal Conjecture Implies the Stanley-Wilf Conjecture.- Generalized Integer Partitions, Tilings of Zonotopes and Lattices.- Topology of Colors.- The Number of Subgroups in the Fundamental Groups of Some Non-orientable 3-Manifolds.- Unranking of Labelled Combinatorial Structures.- On Gelfand-Tsetlin Bases for Representations of Classical Lie Algebras.- A Common Asymptotic Behavior for Different Classes of Sparse Labelled Graphs with Given Number of Vertices and Edges.- On Functions Which are Limits of Domino Tilings.- Jeux de tableaux.- The Kronecker Product of Schur Functions Indexed by Two-Row Shapes or Hook Shapes.-Special Formal Series Solutions of Linear Ordinary Differential Equations.- New Expressions for Level-restricted Kostka Polynomials.- A Combinatorial Interpretation of the Quotient-Difference Algorithm.- RegullÃð