Cyclic Cohomology and Higher Invariants of Elliptic Differential Operators

Cyclic Cohomology and Higher Invariants of Elliptic Differential Operators

Explore the intricate connections between cyclic cohomology and higher invariants of elliptic differential operators in this 55-minute lecture by Guoliang Yu from Texas A&M University. Delivered as part of the "Cyclic Cohomology at 40: achievements and future prospects" series at the Fields Institute, delve into advanced mathematical concepts and their applications in modern algebraic topology and noncommutative geometry. Gain insights into the latest developments in this field and understand how these theories contribute to our understanding of complex mathematical structures.