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monte carlo simulation of an ising model with a single flip Metropolis and wolff algorithm and measure of the dynamical exponent z

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$Simulation of a 2-D Ising model with Metropolis and Wolff algorithms

monte carlo simulation of an ising model with different algorithms.

hi , this is my first time using github and since i have not seen any other repository showing how to implement the wolff algorithm on mathematica i thought it could have been a good idea to use this chance to learn github and give something back to the community. In the course of the next week i am going to add an analysis of the correlation times and a measure of few other quantities people can be interested into.

development diary :

15/07/18-initial commit: added the fundamental implementation of the Metropolis algorithm and the wolff algorithm. To check the results of my simulations for each algorithm i plotted the equilibration time of the magnetizzazion for 2 different temperatures

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monte carlo simulation of an ising model with a single flip Metropolis and wolff algorithm and measure of the dynamical exponent z

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