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Chan, Ada Sze Sze - School of Analytic Studies and Information Technology, York University (Toronto)
TypeII Matrices and Combinatorial Ada Chan and Chris Godsil
Complex Hadamard Matrices and Combinatorial Forty years ago, Goethals and Seidel showed that if the adjacency
Hamming Graph in Nomura Algebra Department of Mathematics and Statistics
Some Consequences of the Linear Programming Bound for Designs
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
Complex Hadamard Matrices and Combinatorial Forty years ago, Goethals and Seidel showed that if the adjacency
Some Consequences of the Linear Programming Bound for Designs
Hamming Graph in Nomura Algebra Department of Mathematics and Statistics
TypeII Matrices Attached to Conference Graphs Department of Mathematics,
BOSEMESNER ALGEBRAS ATTACHED TO INVERTIBLE JONES PAIRS
Research Statement Algebraic combinatorics is my research area, with the focus on Jones pairs,
Type-II Matrices Attached to Conference Graphs Department of Mathematics,
BOSE-MESNER ALGEBRAS ATTACHED TO INVERTIBLE JONES PAIRS