Transverse Intersection Algebra and Fractional Linking

Explore the mathematical concepts of transverse intersection algebra and fractional linking in this 48-minute conference talk delivered by R. Lawrence-Naimark from Hebrew University of Jerusalem. Delve into advanced topics in low-dimensional topology as part of a specialized conference focusing on homological, quantum, and computational methods. Examine the intricate relationships between algebraic structures and topological invariants, gaining insights into how transverse intersections contribute to our understanding of linking phenomena in mathematical spaces. Learn about the theoretical foundations and applications of fractional linking concepts, building upon established principles in algebraic topology and geometric analysis.