معرفی
Richard Stanley is a Research Professor in the Department of Mathematics at the College of Arts and Sciences, University of Miami. His work focuses on combinatorics, algebra, and computational geometry, with recent publications analyzing symmetric group representations, parking functions, and specializations of Schur functions.
Research interests include:
- Catalan numbers and LAnKe algebra generalizations
- Gorenstein Hilbert functions and interval conjectures
- Ehrhart theory for irrational polytopes
- Smith normal form in combinatorial matrices
Collaborators include Tamar Friedmann, Fabrizio Zanello, and Michelle Wachs. He has contributed foundational work on (r,k)-parking functions and their symmetric function properties.
Contact: rxs350@miami.edu | Tel: (305) 284-3742
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