Stable Maps and Branched Shadows of 3-Manifolds

Explore the intricate world of stable maps and branched shadows in 3-manifolds through this 48-minute lecture. Delve into the mathematical concepts presented by M. Ishikawa, examining the relationship between stable maps and their applications in three-dimensional topology. Gain insights into the properties of branched shadows and their significance in understanding the structure of 3-manifolds. Enhance your knowledge of quantum topology as you follow Ishikawa's expert analysis and explanations of these complex mathematical constructs.

M. Ishikawa - Stable maps and branched shadows of 3-manifolds