Project funded by DFG. A jupyter-book that explores mearly a chunk of the field of nonlinear dynamics, specifically diffusion and random search in heterogeneous media. The book has various simulations for the stochastic process known as Brownian motion. The motion dynamics are simulated by solving the Langevin equation numerically for the different initial parameters. After an ensemble finishes, the trajectories of Brownian particles together with the probability density function and the mean square displacement are plotted. The book has chapters on Brownian search, Backbone problems, and Stochastic resetting.
since 21' | Deutsche Forschungsgemeinschaft (DFG)
Project: Diffusion and random search in heterogeneous media (pno. 452796171)
Project cordinator: PhD. Trifce Sandev
Research associates: Pece Trajanovski, Kiril Zelenkovski
Subject Area: Statistical Physics, Soft Matter, Biological Physics, Nonlinear Dynamics
📬 Contact email: @kzelenkovski@manu.edu.mk
Fall, 2021
Project funded by DFG. A jupyter-book that explores mearly a chunk of the field of nonlinear dynamics, specifically diffusion and random search in heterogeneous media. The book has various simulations for the stochastic process known as Brownian motion. The motion dynamics are simulated by solving the Langevin equation numerically for the different initial parameters. After an ensemble finishes, the trajectories of Brownian particles together with the probability density function and the mean square displacement are plotted. The book has chapters on Brownian search, Backbone problems, and Stochastic resetting.
https://zelenkastiot.github.io/brownian/index
MIT License