# Mark D. Haiman

The homepage can be accessed here.

Mark D. Haiman

Professor of Mathematics
Department of Mathematics

University of California, Berkeley

970 Evans Hall

Berkeley CA 94720-3840

Office: 771 Evans Hall

email:mhaiman at math berkerley edu

Phone: (510) 642-4318

Fax: (510) 642-8204

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## the following papers are available on our server

= dvi format = ps format = tex format = pdf format

a_graded_representation_model_for_macdonalds_polynomials

a_graded_representation_model_for_macdonalds_polynomials

a_graded_representation_model_for_macdonalds_polynomials

a_remarkable_q_t_catalan_sequence_and_q_lagrange_inversion

combinatorics_symmetric_functions_and_hilbert_schemes

hecke_algebra_characters_and_immanant_conjectures

hecke_algebra_characters_and_immanant_conjectures

lattice_diagram_polynomials_and_extended_pieri_rules

macdonald_polynomials_and_geometry

macdonald_polynomials_and_geometry

macdonald_polynomials_and_hilbert_schemes

macdonald_polynomials_and_hilbert_schemes

macdonald_polynomials_and_hilbert_schemes

nilpotent_orbit_varieties_and_the_atomic_decomposition_of_the_q_kostka_polynomials

noncommutative_rational_power_series_and_algebraic_generating_functions

noncommutative_rational_power_series_and_algebraic_generating_functions

orbit_harmonics_and_graded_representations_1_2

orbit_harmonics_and_graded_representations_1_2

orbit_harmonics_and_graded_representations_1_2

orbit_harmonics_and_graded_representations_3

orbit_harmonics_and_graded_representations_3

orbit_harmonics_and_graded_representations_3

orbit_harmonics_and_graded_representations_4

schubert_polynomials_for_the_classical_groups

schubert_polynomials_for_the_classical_groups

some_natural_bigraded_sn_modules_and_q_t_kostka_coefficients

some_natural_bigraded_sn_modules_and_q_t_kostka_coefficients

t_q_catalan_numbers_and_the_hilbert_scheme

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