About
Rob Ray is an Associate Professor and Department Co-Chair in the Department of Mathematics at Gonzaga University. His research spans quantum groups, linear recurrence relations over finite fields, and graph theory.
- Ph.D., Mathematics, North Carolina State University
- M.S., Mathematics, Western Washington University
- B.S., Mathematics and Computer Science, College of Idaho
Dr. Ray's current work focuses on quantum groups, particularly orthogonal/symplectic invariants under GL_q(n) actions, and L(2,1) graph colorings. His publications reflect a blend of quantum algebra and combinatorics, with recent contributions to linear recurrences modulo primes and zonal polynomial theory.
His publications span topics in graph labeling and quantum invariants, indicating a strong emphasis on abstract algebra and its applications. While no formal awards are listed, his research has been presented at academic seminars and published in peer-reviewed journals.
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