Knotted 3-Balls in S^4 and Knotted 3-Spheres in S^1 Times S^3

Explore advanced concepts in topology with this 52-minute lecture from the Frontiers in Geometry and Topology Research Conference. Delve into the intricacies of knotted 3-balls in S^4 and knotted 3-spheres in S^1×S^3 as presented by David Gabai from Princeton University. Gain insights into cutting-edge research in geometric topology, focusing on higher-dimensional knot theory and its applications in understanding complex topological spaces. Enhance your understanding of manifold theory, knot invariants, and the interplay between geometry and topology in four-dimensional spaces.

Knotted 3-balls in S^4 and knotted 3-spheres in S^1\times S^3