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1
Introduction
2
A Simple Problem
3
The Foraging Hypothesis
4
Brownian Motion
5
Results
6
Numerical Experiments
7
Monte Carlo Experiment
8
Whys Right
9
Geometric Operators
10
Negative curvature
11
Wavefront sets
12
The spectral gap
13
Common questions
Description:
Explore the fascinating intersection of dynamics and geometry in this 51-minute lecture on Geodesic Levy Flight and Foraging Hypothesis presented by L. Tzou from the University of Amsterdam. Delve into analytic techniques as the speaker guides you through a simple problem, the foraging hypothesis, and Brownian motion. Examine the results of numerical and Monte Carlo experiments, and gain insights into geometric operators, negative curvature, wavefront sets, and the spectral gap. Enhance your understanding of these complex concepts and their applications in the field of mathematics.

Geodesic Levy Flight and Foraging Hypothesis - Analytic Techniques in Dynamics and Geometry

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