Lagrangian Floer theory and Fukaya categories
MATH 263Z
Subject & Catalog Number
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Course Information
Description
This course will survey various aspects of Lagrangian Floer theory, starting with its introduction to address classical conjectures in symplectic geometry, and the rich algebraic structures captured by the Fukaya category. These will also be discussed through the lens of homological mirror symmetry. Further topics include family Floer cohomology and local-to-global principles for Fukaya categories.
School
Faculty of Arts & Sciences
Credits
4
Cross Reg
Available for Harvard Cross Registration
Department
Mathematics
Course Component
Lecture
General Education
N/A
Quantitative Reasoning with Data
N/A
Divisional Distribution
Science & Engineering & Applied Science
Course Level
Primarily for Graduate Students
