bokomslag Combinatoire enumerative
Vetenskap & teknik

Combinatoire enumerative

Gilbert Labelle Pierre Leroux

Pocket

809:-

Funktionen begränsas av dina webbläsarinställningar (t.ex. privat läge).

Uppskattad leveranstid 7-11 arbetsdagar

Fri frakt för medlemmar vid köp för minst 249:-

  • 388 sidor
  • 1986
Partitions with "N copies of N".- Relations fonctionnelles et denombrement des hypercartes planaires pointees.- Prefix-free words of length N over M letters : two-sided well-balanced parentheses and palindroms.- Combinatorial representations of some Lie groups and Lie algebras.- Definite integral evaluation by enumeration, partial results in the MacDonald conjectures.- Enumeration of certain young tableaux with bounded height.- Fonctions symiques et ses hypergiques basiques multivari, II.- Raising operators and Young's rule.- Counting three-line Latin rectangles.- Chemins sous-diagonaux et tableaux de Young.- Foncteurs analytiques et esps de structures.- Enumeration under finite group action: Symmetry classes of mappings.- Joint distributions of three descriptive parameters of bridges.- Some new computational methods in the theory of species.- Combinatorial resolution of systems of differential equations, I. Ordinary differential equations.- Une combinatoire non-commutative pour l'etude des nombres secants.- Theorem of Poincare-Birkhoff-Witt, logarithm and symmetric group representations of degrees equal to stirling numbers.- A Baker's dozen of conjectures concerning plane partitions.- Combinatorics of Jacobi configurations I: Complete oriented matchings.- About the Inequalities of Erds and Moser on the largest transitive subtournament of a tournament.- Heaps of pieces, I : Basic definitions and combinatorial lemmas.- The calculus of virtual species and K-species.- Toward a combinatorial proof of the Jacobian conjecture?.- Sce de problemes.

  • Författare: Gilbert Labelle, Pierre Leroux
  • Format: Pocket/Paperback
  • ISBN: 9783540172079
  • Språk: Engelska
  • Antal sidor: 388
  • Utgivningsdatum: 1986-12-01
  • Förlag: Springer-Verlag Berlin and Heidelberg GmbH & Co. K