
About
Thomas Zaslavsky is a Professor in the Department of Mathematics and Statistics at Binghamton University. His research focuses on graph theory, matroid theory, hyperplane arrangements, and signed graphs.
Recent publications highlight his work on projective rectangles, signed graph clustering, gain signed matrices, and matroid extensions. His studies often integrate combinatorial geometry with algebraic structures.
Key themes in his work include the analysis of signed distance metrics, consistency in biased graphs, and the interplay between graph theory and matroid theory. His theoretical explorations span topics like cobiased graphs, Rhodes semilattices, and topological hyperplane arrangements.
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