Logic Seminar
Online Event
Definable refinements of classical algebraic invariants
Please note that the time is PST
In this talk I will explain how methods from logic allow one to construct refinements of classical algebraic invariants that are endowed with additional topological and descriptive set-theoretic information. This approach brings to fruition initial insights due to Eilenberg, Mac Lane, and Moore (among others) with the additional ingredient of recent advanced tools from logic. I will then present applications of this viewpoint to invariants from a number of areas in mathematics, including operator algebras, group theory, algebraic topology, and homological algebra
For more information, please contact Math Dept. by phone at 626-395-4335 or by email at A. Kechris at [email protected].
Event Series
Logic Seminar Series
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