Supplemental material for the article "Variable Order Fractional Fokker-Planck Equations derived from Continuous Time Random Walks"
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Updated
Mar 25, 2018 - TeX
Supplemental material for the article "Variable Order Fractional Fokker-Planck Equations derived from Continuous Time Random Walks"
Markov chain Monte Carlo for topological phase transitions
2D Ising model in a square lattice with Metropolis-Hastings algorithm and sequential update.
Simulation of Brownian dynamics based on cluster dynamics. This implementation is usable for one dimensional systems of hard rods with and without adhesive contact interaction. For a detailed description see https://doi.org/10.1103/PhysRevE.106.054606.
Reposity that I will use as a compendium for my numerical approaches to several physics problems
Strong Disorder RG Flow and the Random Singlet Phase of a 1D Random AF Heisenberg Spin-1/2 Chain.
Software for inferring the intrinsic fitness landscape of poliovirus capsid protein (vp1) and comparing it with that of analogous proteins in HIV
Another phase transition in the Axelrod model
This project find simulate a ideal gas of N particles and get boltzman distribution to measure his temperature.
Wiki of a research project at the University of Cambridge, supervised by Robert Jack, and at the Université de Paris, supervised by Frédéric van Wijland.
Python little library to simulate nanoscale hat transport from the Gray Model approach.
Narrow escape problem in two-shell spherical domains. Codes for numerical simulations and numerical solution of PDEs.
Ising model with super long-range interactions. Includes code for Monte Carlo simulations and an analytical exploration of the model.
Code developed for a research project at Umeå universitet focusing on sheared packings of ellipsoids, supervised by Peter Olsson.
Forced ratched model of molecular motors.
Sandpiles simulation based on a cellular automaton
Calculate spectral dimensions of arbitrary fractal structures
Jupyter Notebook tab and raw Julia script to simulate the Phi-4 model in a square lattice (d=2) .
Simulation of phase transition on binary allows with lattice vacant sites using Monte Carlo Methods
All my projects made during the Computational Physics course in Università degli Studi di Palermo (Physics M.Sc.)
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