Log-concavity, q-analogs and the Exponential Formula

Main
Mathematics - Algebra
Log-concavity, q-analogs and the...

Log-concavity, q-analogs and the Exponential Formula

Ernesto Schirmacher

0 / 0

Sukakah anda buku ini?

Bagaimana kualiti fail ini?

Muat turun buku untuk menilai kualitinya

Bagaimana kualiti fail yang dimuat turun?

Kategori:

Mathematics - Algebra

Tahun:

1997

Penerbit:

University of Minnesota

Bahasa:

english

Nama siri:

PhD Thesis

Fail:

PDF, 3.51 MB

IPFS:

,

english, 1997

Baca dalam Talian

Memuat turun (pdf, 3.51 MB)

Penukaran menjadi sedang dijalankan

Penukaran menjadi gagal

Mungkin anda berminat

George E. Andrews, Kimmo Eriksson — Integer Partitions

Jennifer Leigh Morse — Explicit expansions for Knop-Sahi and Macdonald polynomials

Rediet Abebe — Plethysm of Schur Functions and Irreducible Polynomial Representations of the Complex General Linear Group

Fred Butler, Mahir Can, Jim Haglund, Jeffrey B. Remmel — Rook Theory Notes

Dominique Foata, Guo-Niu Han — The q-series in combinatorics: Permutation statistics [expository notes]

Alex Fun — Raising operators, recurrences, and the Littlewood-Richardson polynomials

Derek Heilman — Combinatorial aspects of generalizations of Schur functions [PhD thesis]

Thomas Lam — Combinatorics of Ribbon Tableaux

Bernard Leclerc — Symmetric functions and the Fock space representation of Uq(sln) (Lectures at the Isaac Newton Institute, Cambridge)

Cameron Marcott — Partition Algebras and Kronecker Coefficients [Master thesis]

Nantel Bergeron — On the hyperoctahedral group [PhD thesis]

Mirjana Vuletic — The Pfaffian Schur process [PhD thesis]

Mark Wildon — A Combinatorial Introduction to the Representation Theory of Sn [expository notes]

Mike Zabrocki et al. — West African Summer School in Algebraic Combinatorics (August 18-29, 2003, Ghana): an introduction to algebraic combinatorics and representation theory

Daniel E. Cain — Rook Theory and Matchings [PhD thesis]

Kevin Anderson — Combinatorics of Symmetric Functions

Li Ying — Stability of Heisenberg coefficients

Thomas Langley — The Plethysm of Two Schur Functions at Hook, Near-Hook, and Two-Row Shapes and a Class of (q,t)-symmetric Functions Arising from Plethysm

Warren Pierstorff Johnson — Some problems in combinatorial analysis

Eric S. Egge — An Introduction to Symmetric Functions and Their Combinatorics

James Haglund — Compositions, Rook Placements, and Permutations of Vectors

Brett Collins — Generalized Littlewood-Richardson coefficients for branching rules of GL(N) and extremal weight crystals

Daniel S. Hono II — Applications of Jeu de Taquin to Representation Theory and Schubert Calculus

Timothee William Bryan — Hall-Littlewood Vertex Operators and the Kostka-Foulkes Polynomials

Giandomenico Boffi — The Universal Form of the Littlewood-Richardson Rule

Hyoung June Ko — Characteristic-free Littlewood-Richardson type decompositions of arbitrary skew Schur complexes

I. G. Macdonald — Symmetric Functions and Hall Polynomials

Macdonald I.G. — Symmetric functions and Hall polynomials

John Riordan — Introduction to Combinatorial Analysis

Richard P. Stanley; Sergey Fomin (Contributor & Appendix) — Enumerative Combinatorics: Volume 2

George E. Andrews, Kimmo Eriksson — Integer Partitions

Richard P. Stanley; Sergey Fomin (Contributor & Appendix) — Enumerative Combinatorics: Volume 2

Andrews G.E., Eriksson K. — Integer partitions

Kung J.P.S. (ed.) — Gian-Carlo Rota on combinatorics. Introductory papers and commentaries

I. G. MacDonald — Symmetric Functions and Orthogonal Polynomials

Istilah utama