|
The Combinatorics of the Garsia-Haiman Modules for Hook Shapes |
|
Ron M. Adin, Je rey B. Remmel, and Yuval Roichman |
|
|
|
On Uniquely k-Determined Permutations |
|
Sergey Avgustinovich and Sergey Kitaev |
|
|
|
Key Polynomials, Invariant Factors and an Action of the Symmetric Group on Young Tableaux |
|
Olga Azenhas and Ricardo Mamede |
|
|
|
Abstract Young Pairs for Coxeter Groups of Type D |
|
Eli Bagno and Yona Cherniavsky |
|
|
|
The Hook Formula |
|
Jason Bandlow |
|
|
|
Characterizations of Flip-Accessibility for Domino Tilings of the Whole Plane |
|
Olivier Bodini, Thomas Fernique and Éric Rémila |
|
|
|
Operations on Posets and Rational Identities of Type A |
|
Adrien Boussicault |
|
|
|
Dumont Permutations of the Third Kind |
|
Alexander Burstein and Walter Stromquist |
|
|
|
Unification of the Quintuple and Septuple Product Identities |
|
Wenchang Chu and Qinglun Yan |
|
|
|
Variance for the number of maxima in hypercubes and generalized Euler's
γ constants |
|
Christian Costermans and Hoang Ngoc Minh |
|
|
|
Inequalities for Symmetric Means |
|
Allison Cuttler, Curtis Greene, and Mark Skandera |
|
|
|
Hopf Algebras of Diagrams |
|
G. H. E. Duchamp, J-G. Luque, J-C. Novelli, C. Tollu, F. Toumazet |
|
|
|
A Classification of Outerplanar K-Gonal 2-Trees |
|
Martin A. Ducharme, Gilbert Labelle, Cédric Lamathe and Pierre Leroux |
|
|
|
Involutions Avoiding the Class of Permutations in $\mathfrak{S}_k$ With Prefix 12 |
|
W. M. B. Dukes and Toufik Mansour |
|
|
|
Complexes of Directed Trees and Independence Complexes |
|
Alexander Engström |
|
|
|
Alternating Subgroups of Coxeter Groups |
|
Francesco Brenti, Victor Reiner, and Yuval Roichman |
|
|
|
Signed Enumeration of Ribbon Tableaux With Local Rules and Generalizations of the Schensted Correspondence |
|
Dominique Gouyou-Beauchamps and Philippe Nadeau |
|
|
|
Generating Functions From the Point of View of Rota-Baxter Algebras |
|
Li Guo |
|
|
|
An Extension of the Foata Map to Standard Young Tableaux |
|
J. Haglund, and L. Stevens |
|
|
|
Parameterized Telescoping Proves Algebraic Independence of Sums |
|
Carsten Schneider |