Quantum Cluster Algebras and Character Varieties of SL-2, R-Monodromy Problem
Offered By: QuantumTopology via YouTube
Course Description
Overview
Explore the intricate connections between quantum cluster algebras and character varieties in this advanced mathematics lecture. Delve into topics such as shear coordinates, local kernels, and brackets before examining quantum flips and quantum varieties. Investigate Riemann surfaces and lambda-lens concepts, and gain insights into standard mutation and quantum ordering. Enhance your understanding of the SL(2,R)-monodromy problem and its relationship to quantum topology.
Syllabus
Intro
Review
Shear coordinates
Local kernels
Brackets
Quantum flip
Quantum varieties
Riemann surfaces
Lambdalens
Standard mutation
Quantum ordering
Taught by
QuantumTopology
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