Masatoshi NOUMI
The homepage can be accessed  here.
Deparment of Mathematics, Faculty of Science
Kobe University, Rokko, Kobe 657, Japan
TEL: +81-78-803-0505; FAX: +81-78-803-0723 
E-mail: 
noumi@math.s.kobe-u.ac.jp
 the following papers are available on our server 
 = dvi format
 = dvi format = ps format
 = ps format = tex format
 = tex format  = pdf format
 = pdf format 
 affine_hecke_algebras_and_raising_operators_for_macdonald_polynomials
 affine_hecke_algebras_and_raising_operators_for_macdonald_polynomials
 a_reproducing_kernel_for_nonsymmetric_macdonald_polynomials
 a_reproducing_kernel_for_nonsymmetric_macdonald_polynomials
 dual_pairs_spherical_harmonics_and_a_capelli_identity_in_quantum_group_theory
 dual_pairs_spherical_harmonics_and_a_capelli_identity_in_quantum_group_theory
 macdonalds_symmetric_polynomials_as_zonal_spherical_functions_on_some_quantum_homogeneous_spaces
 macdonalds_symmetric_polynomials_as_zonal_spherical_functions_on_some_quantum_homogeneous_spaces
 macdonalds_symmetric_polynomials_as_zonal_spherical_functions_on_some_quantum_homogeneous_spaces
 macdonalds_symmetric_polynomials_as_zonal_spherical_functions_on_some_quantum_homogeneous_spaces
 q_difference_raising_operators_for_macdonald_polynomials_and_the_integrality_of_transition_coefficients
 q_difference_raising_operators_for_macdonald_polynomials_and_the_integrality_of_transition_coefficients
 q_difference_raising_operators_for_macdonald_polynomials_and_the_integrality_of_transition_coefficients
 q_difference_raising_operators_for_macdonald_polynomials_and_the_integrality_of_transition_coefficients
 q_hypergeometric_systems_arising_from_quantum_grassmannians
 q_hypergeometric_systems_arising_from_quantum_grassmannians
 raising_operators_of_row_type_for_macdonald_polynomials
 raising_operators_of_row_type_for_macdonald_polynomials
 representations_of_the_hecke_algebra_on_a_family_of_rational_functions
 representations_of_the_hecke_algebra_on_a_family_of_rational_functions
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