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Explore Morse theory for local coefficients in this 57-minute lecture by Vidit Nanda. Delve into topics such as co-homogeneous complexes, wave graphs, and isomorphism. Examine theorems, soft Olympian questions, and complexity analysis while gaining insights into the application of Morse theory in algebraic topology. Engage with homework assignments and detailed explanations to deepen your understanding of this advanced mathematical concept.
Syllabus
Introduction
Homework
Co homogeneous complexes
Wave graphs
Isomorphism
More series
More details
Theorem
Soft
Olympian
Questions
Complexity analysis
Taught by
Applied Algebraic Topology Network