Gregory G. Smith


Office: Jeffery Hall, Rm. 512
Research: Algebraic geometry, commutative algebra, symbolic computation

Degrees & Accolades:

Ph.D. (University of California, Berkeley)
M.A. (Brandeis University)
B.ScH (Queen's University)

Research Profile:

The broad aim of my research program is to understand positivity and convexity in geometric structures. The fundamental problems connect many areas of mathematics including algebraic geometry, commutative algebra, optimization, and combinatorics. Much of my work also benefits from computations in software systems such as Macaulay2.

I am currently recruiting graduate students.