Información General

• Autores: Louis J. Billera (coord.), Anders Björner (coord.), Curtis Greene (coord.), Rodica Simion (coord.), Richard P. Stanley (coord.)
• Editores: Cambridge University Press
• Año de publicación: 1999
• Colecciones: Mathematical Sciences Research Institute publications, 38
• País: Estados Unidos
• Idioma: inglés
• ISBN: 0-521-77087-4
• Texto completo no disponible (Saber más ...)

Resumen

• Algebraic combinatorics involves the use of techniques from algebra, topology and geometry in the solution of combinatorial problems, or the use of combinatorial methods to attack problems in these areas. Problems amenable to the methods of algebraic combinatorics arise in these or other areas of mathematics, or from diverse parts of applied mathematics. Because of this interplay with many fields of mathematics, algebraic combinatorics is an area in which a wide variety of ideas and methods come together.

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Listado de artículos

• • Seleccionado

    Matroid Bundles

    Laura Anderson

    págs. 1-21

    
  • Seleccionado

    Combinatorial Representation Theory

    Hélène Barcelo, Arun Ram

    págs. 23-90

    
  • Seleccionado

    An Algorithmic Theory of Lattice Points in Polyhedra

    Alexander Barvinok, James Pommersheim

    págs. 91-147

    
  • Seleccionado

    Some Algebraic Properties of the Schechtman--Varchenko Bilinear Forms

    Graham Denham, Phil Hanlon

    págs. 149-176

    
  • Seleccionado

    Combinatorial Differential Topology and Geometry

    Robin Forman

    págs. 177-206

    
  • Seleccionado

    Macdonald Polynomials and Geometry

    Mark D. Haiman

    págs. 207-254

    
  • Seleccionado

    Enumeration of Matchings: problems and Progress

    James Propp

    págs. 255-291

    
  • Seleccionado

    The Generalized Baues Problem

    Victor Reiner

    págs. 293-336

    
  • Seleccionado

    Littlewood--Richardson Semigroups

    Andrei Zelevinsky

    págs. 337-345