The subconstituent algebra of an association scheme,(part I) P Terwilliger
Journal of Algebraic Combinatorics 1 (4), 363-388, 1992
507 * 1992 Two linear transformations each tridiagonal with respect to an eigenbasis of the other P Terwilliger
Linear algebra and its applications 330 (1-3), 149-203, 2001
305 2001 Some algebra related to T Ito, K Tanabe, P Terwilliger
arXiv preprint math/0406556, 2004
212 2004 Leonard pairs and the Askey–Wilson relations P Terwilliger, R Vidunas
Journal of Algebra and its Applications 3 (04), 411-426, 2004
167 2004 TWO RELATIONS THAT GENERALIZE THE P Terwilliger
Physics and combinatorics, 377-398, 2001
151 2001 Two linear transformations each tridiagonal with respect to an eigenbasis of the other; comments on the parameter array P Terwilliger
Designs, Codes and Cryptography 34 (2), 307-332, 2005
122 2005 Leonard pairs and the q-Racah polynomials P Terwilliger
Linear algebra and its applications 387, 235-276, 2004
122 2004 Tridiagonal pairs and the quantum affine algebra T Ito, P Terwilliger
The Ramanujan Journal 13 (1), 39-62, 2007
118 2007 An algebraic approach to the Askey scheme of orthogonal polynomials P Terwilliger
Orthogonal Polynomials and Special Functions: computation and applications …, 2006
116 2006 Introduction to Leonard pairs P Terwilliger
Journal of Computational and Applied mathematics 153 (1-2), 463-475, 2003
114 2003 Leonard pairs from 24 points of view P Terwilliger
The Rocky Mountain journal of mathematics, 827-888, 2002
102 2002 Tight distance-regular graphs A Jurišić, J Koolen, P Terwilliger
Journal of Algebraic Combinatorics 12 (2), 163-197, 2000
96 2000 The augmented tridiagonal algebra T Ito, P Terwilliger
Kyushu Journal of Mathematics 64 (1), 81-144, 2009
91 2009 The quantum algebra Uq (sl2) and its equitable presentation T Ito, P Terwilliger, C Weng
Journal of Algebra 298 (1), 284-301, 2006
91 2006 The universal Askey-Wilson algebra P Terwilliger
SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 7, 069, 2011
85 2011 Two linear transformations each tridiagonal with respect to an eigenbasis of the other; the TD–D canonical form and the LB–UB canonical form P Terwilliger
Journal of Algebra 291 (1), 1-45, 2005
81 2005 The shape of a tridiagonal pair T Ito, P Terwilliger
Journal of Pure and Applied Algebra 188 (1-3), 145-160, 2004
80 2004 A new inequality for distance-regular graphs P Terwilliger
Discrete Mathematics 137 (1-3), 319-332, 1995
78 1995 The incidence algebra of a uniform poset P Terwilliger
Coding theory and design theory, 193-212, 1990
78 1990 The tetrahedron algebra, the Onsager algebra, and the sl2 loop algebra B Hartwig, P Terwilliger
Journal of Algebra 308 (2), 840-863, 2007
77 2007 