## Andrew Hanlon853 Evans HallDepartment of Mathematics University of California Berkeley Berkeley, CA 94720 E-Mail: firstinitial "dot" lastname "AT" berkeley "dot" edu |

I am a fourth year graduate student in mathematics at UC Berkeley advised by Denis Auroux. My research interests lie in symplectic topology and homological mirror symmetry. Symplectic topology is concerned with the global invariants of symplectic manifolds, which have no local invariants. Roughly, homological mirror symmetry is a conjecture due to M. Kontsevich and inspired by physics relating one of these global invariants, the Fukaya category, to an invariant of a mirror algebraic variety. In fact, the mirror space in some cases is better treated as a space equipped with a holomorphic function rather than just a manifold. My current research relates to the Laurent polynomials mirror to compact toric varieties and autoequivalences of their Fukaya-Seidel categories.

CVPapers

"Anything beyond geometry is beyond us" - Blaise Pascal

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Teaching**

Fall 2017:

- Math 54 GSI for sections 101 and 103. Professor: David Nadler

Fall 2016:

- Math 53 GSI for sections 212 and 217. Professor: John Steel

Spring 2016:

- Math 53 GSI for sections 204 and 205. Professor: Denis Auroux

Fall 2015:

- Math 54 GSI for sections 110 and 111. Professor: David Nadler

Spring 2015:

- Math 1B GSI for sections 202 and 205. Professor: Alexander Coward

Fall 2014:

- Math 1A GSI for sections 103 and 110. Professor: Xinyi Yuan

**Links**