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Explore the homotopy types of moment-angle complexes associated to (almost) linear resolutions in this graduate-level seminar lecture delivered by Steven Amelotte from Carleton University at the Fields Institute. Delve into advanced concepts in algebraic topology as part of the Graduate School on Braid Groups series, examining the intricate relationships between moment-angle complexes and their associated linear resolutions. Gain insights into the topological properties and structural characteristics of these mathematical objects through detailed analysis and theoretical frameworks. This presentation forms part of a comprehensive program on algebraic topology and configuration spaces, providing specialized knowledge for graduate students and researchers working in related areas of mathematics.
Syllabus
Homotopy types of moment-angle complexes associated to (almost) linear resolutions
Taught by
Fields Institute