Algebraic Geometry in the Spectral Theory of Discrete Periodic Operators

Explore the intersection of algebraic geometry and spectral theory in this 47-minute lecture by Matthew Faust from Texas A&M University. Delve into the fascinating world of discrete periodic operators and their spectral properties, examining how algebraic geometric techniques can be applied to analyze and understand these mathematical structures. Gain insights into cutting-edge research in this field, presented as part of the Fields Institute's program on enumerative geometry. Enhance your understanding of advanced mathematical concepts and their applications in this thought-provoking talk scheduled for June 6, 2024.

Algebraic geometry in the Spectral Theory of Discrete Periodic Operators