Kolmogorov Complexity and its Applications to Fractal Geometry
Mar 2, 2017 - 3:40 PM
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Location
Abstract:
A recent avenue of research has shown that Kolmogorov complexity, a tool of theoretical computer science, can be used to study fine-scale geometry. In this talk we will give a self-contained introduction to this area. We will first give an introduction to Kolmogorov complexity. We then show how to use Kolmogorov complexity to study the geometry of sets.
Short Bio:
Don Stull is a PhD student under the advisement of Dr. Jack Lutz and Dr. Robyn Lutz. Don has been a student of Computer Science since Fall 2011 and has plans to graduate Summer 2017.