Mina aganagic biography

California Institute of Technology. Career [ edit ]. Scientific career. In the Simons Foundation gave her a Simons Investigator Award [ 4 ] and the same year American Physical Society had awarded her with its fellowship. Mina Aganagic.

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In both cases, mirror symmetry, and techniques developed by physicists and mathematicians to understand it play a crucial role. Knot categorification from mirror symmetry. Research [ edit ]. Tools Tools. Mathematical physicist. She is known for applying string theory to various problems in mathematics, including knot theory refined Chern—Simons theory , [3] enumerative geometry , [2] mirror symmetry , [1] [4] and the geometric Langlands correspondence.

American Mathematical Society. Research Area Particle Physics. One of the important aspects of both approaches is that the fact that decategorification gives the quantum link invariants one set out to categorify, becomes manifest. Wikidata item. While some elements of it are familiar to mathematicians, others are new. American Physical Society.

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Read Edit View history. Toggle the table of contents. Lecture 1. External links [ edit ]. News, Events and Announcements. Lecture 2. I will also explain the relation to another string theory based approach, due to Witten. The second approach is perhaps more surprising. References [ edit ]. Lecture 2: May 13, pm. Mathematical physics String theory.