Polytopal Crystallographic Sphere Packings for Geometric Knot Theory and Fractal Modeling
Applied Algebraic Topology Network via YouTube
Learn AI, Data Science & Business — Earn Certificates That Get You Hired
The Fastest Way to Become a Backend Developer Online
Overview
Google, IBM & Meta Certificates – 40% Off
One plan covers every Professional Certificate on Coursera.
Unlock All Certificates
Explore polytopal crystallographic sphere packings and their applications in geometric knot theory and fractal modeling through this 45-minute conference talk. Discover the key properties of these highly symmetric configurations defined in multiple dimensions and constructed from crystallographic polytopes. Learn how these mathematical structures can be applied to geometric knot theory problems and understand their use in developing new models for assembling lacunar fractal polygons with customizable shapes. Gain insights from collaborative research involving multiple mathematicians working at the intersection of topology, geometry, and fractal mathematics.
Syllabus
Iván Rasskin 5/28/25: Polytopal crystallographic sphere packings for knot theory & fractal modeling
Taught by
Applied Algebraic Topology Network