YoVDO

Michael Farber - Topological Complexity of Spherical Bundles

Offered By: Applied Algebraic Topology Network via YouTube

Tags

Topological Complexity Courses Algebraic Topology Courses Vector Bundles Courses

Course Description

Overview

Explore the concept of parametrized motion planning algorithms and their application to spherical bundles in this comprehensive lecture. Delve into the problem of understanding the parametrized topological complexity of sphere bundles, examining how characteristic classes of vector bundles contribute to finding solutions. Gain insights into the flexibility and universality offered by these algorithms. Analyze specific examples to reinforce your understanding of the topic. This talk, presented by Michael Farber, provides a deep dive into advanced concepts in applied algebraic topology, suitable for those with a strong background in mathematics and topology.

Syllabus

Michael Farber (2/24/22): Topological complexity of spherical bundles


Taught by

Applied Algebraic Topology Network

Related Courses

Autodiagnosis and the Dynamical Emergence Theory of Basic Consciousness
Santa Fe Institute via YouTube
Surfaces in 3-Manifolds and the Thurston Norm
Fields Institute via YouTube
Enrique Torres-Giese - Sequential Motion Planning Assisted by Group Actions
Applied Algebraic Topology Network via YouTube
Steve Scheirer - Relative Topological Complexity and Configuration Spaces
Applied Algebraic Topology Network via YouTube
Jamie Scott - Applications of Surgery to a Generalized Rudyak Conjecture
Applied Algebraic Topology Network via YouTube