Volume 193, Numbers 1-3, November 1998
- Mark D. Haiman:
Introduction In honor of Adriano Garsia.
1-4

- Gian-Carlo Rota:
Combinatorics, representation theory and invariant theory: The story of a ménage à trois (Inaugural address delivered at Taormina, Italy, 26 July, 1994).
5-16

- Joseph Alfano:
A basis for the Y1 subspace of diagonal harmonic polynomials.
17-31

- Edward E. Allen:
A conjecture of a basis for the diagonal harmonic alternants.
33-42

- George E. Andrews:
Pfaff's method (I): The Mills-Robbins-Rumsey determinant.
43-60

- Hélène Barcelo, Edwin C. Ihrig:
Modular elements in the lattice L(A) when A is a real reflection arrangement.
61-68

- Sara Billey:
Transition equations for isotropic flag manifolds.
69-84

- Anders Björner:
A general homotopy complementation formula.
85-91

- Francesco Brenti:
Kazhdan-Lusztig and R-polynomials from a combinatorial point of view.
93-116

- Joaquin O. Carbonara:
A combinatorial interpretation of the inverse t-Kostka matrix.
117-145

- Luisa Carini, Jeffrey B. Remmel:
Formulas for the expansion of the plethysms s2[S(a, b)] and S2[S(nk)].
147-177

- Sergey Fomin, Curtis Greene:
Noncommutative schur functions and their applications.
179-200

- Mark D. Haiman:
t, q-Catalan numbers and the Hilbert scheme.
201-224

- Claudia Malvenuto, Christophe Reutenauer:
Plethysm and conjugation of quasi-symmetric functions.
225-233

- Stephen C. Milne, Gaurav Bhatnagar:
A characterization of inverse relations.
235-245

- Ethan Reiner:
Variation on a theme of Solomon.
247-255

- Jeffrey B. Remmel, Mark Shimozono:
A simple proof of the Littlewood-Richardson rule and applications.
257-266

- Richard P. Stanley:
Graph colorings and related symmetric functions: ideas and applications A description of results, interesting applications, & notable open problems.
267-286

- Michelle L. Wachs:
On the (co)homology of the partition lattice and the free Lie algebra.
287-319

Last update Thu May 23 18:41:24 2013
CET by the DBLP Team —
Data released under the ODC-BY 1.0 license — See also our legal information page