Exploration of metropolis-hastings (local) and Uli Wolff (cluster) algorithms on the Ising Model
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Updated
Apr 17, 2018 - Python
Exploration of metropolis-hastings (local) and Uli Wolff (cluster) algorithms on the Ising Model
Wolff algorithm for the q Potts model.
Solving Ising model in 2D using Metropolis, Swensden Wang, and Wolff algorithms. The Ising model is a classi example of phase transition, nd many belives this to be the very first system to be numerically solvable while studying phase transition. I compared the traditional metropolis algorithm with the advacned SW & Wolff algos, and critical expo.
Two most univesal spin models - Ising and voter - modelled with various algorithms in Python
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