Graduate School of Mathematics Nagoya University Chikusa-ku, Nagoya 486-8602 Japan
phone: 81-(52)-789-5605 fax: 81-(52)-789-2829 e-mail: kirillov@math.nagoya-u.ac.jp
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a_bijection_between_littlewood_richardson_tableaux_and_rigged_configurations
affine_hecke_algebras_and_raising_operators_for_macdonald_polynomials
a_generalization_of_kostka_foulkes_polynomials
berenstein_zelevinsky_triangles_elementary_couplings_and_fusion_rules
can_fusion_coefficients_be_calculated_from_the_depth_rule
can_fusion_coefficients_be_calculated_from_the_depth_rule
can_fusion_coefficients_be_calculated_from_the_depth_rule
cauchy_identities_for_universal_schubert_polynomials
character_formulae_of_sl_n_modules_and_inhomogenous_paths
domino_tableaux_schuetzenberger_involuition_and_the_symmetric_group_action
domino_tableaux_schuetzenberger_involuition_and_the_symmetric_group_action_v2
new_combinatorial_formula_for_modified_hall_littlewood_polynomials
on_some_quadratic_algebras
quadratic_algebras_dunkl_elements_and_schubert_calculus
quantum_grothendieck_polynomials
quantum_schubert_polynomials_and_quantum_schur_functions
quantum_schubert_polynomials_and_the_vafa_intriligator_formula
skew_divided_difference_operators_and_schubert_polynomials
t_deformations_of_quantum_schubert_polynomials
unimodality_of_principal_spezialization_of_the_internal_product_of_the_schur_functions
universal_exponential_solution_of_the_yang_baxter_equation
various_representations_of_the_generalized_kostka_polynomials
yang_baxter_equation_symmetric_functions_and_grothendieck_polynomials