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1
Intro
2
Spin System
3
Easement Model
4
Example
5
Why Partition Functions are Important
6
Computing Partition Functions
7
Phase Transitions
8
Proof of Phase Transitions
9
Li Yang Theorem
10
Li Yang Joke
11
Proof
12
Inductive
13
Random Algorithms
14
Markov Chain Monte Carlo
Description:
Explore the fundamental concepts of computing partition functions in this comprehensive lecture from the Geometry of Polynomials Boot Camp. Delve into the Ising model and easement model, understanding their significance in statistical physics. Discover the importance of partition functions and their role in describing phase transitions. Learn about the Li Yang Theorem and its proof, including inductive reasoning and random algorithms. Gain insights into Markov Chain Monte Carlo methods and their applications in computational physics.

Computing Partition Functions, Part I

Simons Institute
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