Monte Carlo simulation of 2D Ising Model. Final project of the LoCP-A course during 2020/2021 at Unipd
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Updated
Feb 23, 2022 - Jupyter Notebook
Monte Carlo simulation of 2D Ising Model. Final project of the LoCP-A course during 2020/2021 at Unipd
The finite-size scaling methods for critical phenomena
FiniteSizeScaling.jl: A Julia data analysis package for finding optimized values of phase transition parameters and critical exponents.
Implementation of the one dimensional Contact Process (SIS model) and two dimensional SIR model in order to find critical exponents of Percolation
Ising simulation in 2D and critical exponents using Monte Carlo methods
Simulator of the Ising Model for a Spin Lattice, in any number of dimensions
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