ACADEMICS

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Hy Ginsberg

Associate Professor

Most of my research has been in finite group theory, but I have recently become fascinated by "totally symmetric quasigroups," and in particular the problem of counting how many such objects exist for a set of a given size (recently published results indicate that for a set with 15 elements there are over 160 *quintillion* distinct totally symmetric quasigroups -- that's a lot of quasigroups!).

Education

1986
SUNY Stony Brook
Computer Science
BS
2010
Univeristy of Vermont
Mathematics
Ph.D.