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Watch this 28-minute conference talk exploring the mathematical connections between überhomology and double homology theories. Discover how these two distinct homological approaches relate to each other through bridging techniques and theoretical frameworks. Learn about the fundamental properties of überhomology, understand the structure of double homology, and examine the mathematical tools used to establish connections between these homological theories. Gain insights into advanced algebraic topology concepts and their applications in modern mathematical research through detailed explanations and theoretical developments presented by a researcher from the University of Bologna.
Syllabus
Bridging between überhomology and double homology
Taught by
Fields Institute