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Explore a 54-minute lecture from the Workshop on Representation Theory, Calabi-Yau Manifolds, and Mirror Symmetry where Mauricio Romo from Tsinghua University delves into the counting of BPS invariants through exponential and spectral networks. Learn about the interpretation of this counting methodology as it relates to specific points in the moduli space of A-branes, specifically focusing on degenerate Lagrangians. Gain insights into advanced mathematical concepts at the intersection of physics and geometry through this Harvard CMSA workshop presentation.
Syllabus
Mauricio Romo | Networks and BPS Counting: A-branes view point
Taught by
Harvard CMSA