Faculty

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John Cullinan, chair

B.A., Bates College; M.S., Ph.D., University of Massachusetts Amherst. Visiting Assistant Professor, Colby College (2005-06), Visiting Assistant Professor, Bard College (2006-08). Articles in Journal of Algebra, Mathematics of Computation, International Journal of Number Theory, Manuscripta Mathematica, Indagationes Mathematicae, Journal de Theorie des Nombres de Bordeaux.  Specialization: Number Theory, Representation Theory.  At Bard since 2006.

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Ethan Bloch

B.A., Reed College; M.S., Ph.D., Cornell University. Instructor, University of Utah (1983–86). Author, A First Course in Geometric Topology and Differential Geometry (1996); Proofs and Fundamentals: A First Course in Abstract Mathematics (2000; second edition 2010); The Real Numbers and Real Analysis (2011). Articles in Topology, Transactions of the American Mathematical Society, Topology and Its Applications, Discrete and Computational Geometry, Fundamenta Mathematicae, Israel Journal of Mathematics, Beiträge zür Algebra und Geometrie, and Geometriae Dedicata. Recipient, National Science Foundation grant (1985–87). Member, American Mathematical Society. Specialization: geometric topology. At Bard since 1986.

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Mark Halsey

B.A., Hobart College; A.M., Ph.D., Dartmouth College. Assistant professor, Worcester Polytechnic Institute (1984–89). Member, American Mathematical Society and Mathematical Association of America; full fellow, Institute for Combinatorics and Its Applications. Articles in Discrete Mathematics, Discrete Applied Mathematics, and Journal of Combinatorial Theory. National Science Foundation grants for pure and applied discrete mathematics research experience for undergraduates (1988–89) and advanced computing environment for the sciences (1991–93). Faculty, The Master of Arts in Teaching Program at Bard College. (1989– ) Associate Professor of Mathematics.
Interests:

• Research Interests: dimensional parameters of graphs; domination in graphs
• Other Interests: architecture; science education; cycling

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Caitlin Leverson

B.A., Wellesley College; Ph.D., Duke University.  Research interests include low-dimensional topology, symplectic topology, contact topology, and knot theory, with particular interest in three-dimensional contact topology and knot homologies.  Articles in Journal of Commutative Algebra, Journal of Symplectic Geometry, Pacific Journal of Mathematics and Quantum Topology.  Recipient of a National Science Foundation Postdoctoral Research Fellowship and numerous teaching, research, and travel awards from Duke University, Wellesley College and the American Mathematical Society.  Previously taught at the Georgia Institute of Technology.  At Bard since 2020.

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Stefan Mendez-Diez

B.S., B.A., University of Chicago; Ph.D., University of Maryland. Taught at Utah State University, University of Alberta and University of Maryland. Research focuses on the mathematics underlying supersymmetric high energy physics. Articles in Advances in Theoretical and Mathematical Physics, Communications in Mathematical Physics, and Letters in Mathematical Physics. Memberships include Mathematical Association of America and Society for the Advancement of Chicanos and Native Americans in Science. At Bard since 2016.

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Lauren Rose

B.A., Tufts University; M.S., Ph.D., Cornell University. Taught at Ohio State University, Wellesley College. Visiting scholar, Mathematics Department, Massachusetts Institute of Technology; Bunting Institute Science Scholar, Radcliffe College. Research interests: algebraic combinatorics, commutative algebra, discrete geometry. At Bard since 1997.

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Steven Simon

B.A., Yale University; Ph.D., New York University, Courant Institute of Mathematical Sciences. Research interests include geometric combinatorics, algebraic topology, and discrete and computational geometry. Articles in Israel Journal of Mathematics, Journal of Combinatorial Theory Series A, Geometriae Dedicata, and Journal of Geometry.  Presented talks at numerous universities and institutes throughout the United States and internationally in Berlin, Paris, Budapest, and Mexico City. Previously taught at Wellesley College, the Cooper Union for the Advancement of Science and Art, and New York University. At Bard since 2016.

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Japheth Wood

B.A., Washington University; Ph.D., University of California, Berkeley. Research interests include universal algebra, tame congruence theory, semigroups, and voting theory. Articles published in Algebra Universalis, International Journal of Algebra and Computation, and Semigroup Forum. Member, American Mathematical Society, Association for Women in Mathematics, Mathematical Association of America, National Council of Teachers of Mathematics.