Search Results for "chaos"

...Solving forward/inverse integro-differential equations (IDEs) [SIAM Rev.] fPINN: solving forward/inverse fractional PDEs (fPDEs) [SIAM J. Sci. Comput.] NN-arbitrary polynomial chaos (NN-aPC): solving forward/inverse stochastic PDEs (sPDEs) [J. Comput. Phys.] PINN with hard constraints (hPINN): solving inverse design/topology optimization [SIAM J. Sci. Comput.] Residual-based adaptive sampling [SIAM Rev., arXiv] Gradient-enhanced PINN (gPINN) [Comput. Methods Appl. Mech. Eng.] PINN with multi-scale Fourier features [Comput. ...

...PPI is computed with the FFI index and the Lacunarity using the ToW algorithm: PPI = FFI^(Ltw) For FFI, please see: https://sourceforge.net/projects/iqm-plugin-ffi/ Andronache etal. Fractal analysis for studying the evolution of forests, Chaos, Solitons & Fractals, 2016, Vol 91, 310-318. For Tug of War Lacunarity, please see: Reiss, Lemmerer, Hanslmeier, Ahammer Tug-of-War Lacunarity-A Novel Approach for Estimating Lacunarity. Chaos, 201611. https://doi.org/10.1063/1.4966539. Installation instruction: Copy newest jar file to the "Plugins" directory which should be located in the directory of your local IQM main application. ...

...Fractal dimensions are computed with the popular Box counting method or the Pyramid method. Details can be found in: Andronache etal. Fractal analysis for studying the evolution of forests, Chaos, Solitons & Fractals, 2016, Vol 91, 310-318. Installation instruction: Copy newest jar file to the "Plugins" directory which should be located in the directory of your local IQM main application. IQM: https://sourceforge.net/projects/iqm/ Authors of this plugin: Ion Andronache, University of Bukarest, Romania Daniel Peptenatu, University of Bukarest, Romania Helmut Ahammer, Medical University of Graz, Austria

Matlab, Maple and C/C++ applications of Linear Algebra in many domains, including curves in many dimensions, Cryptography and Chaos etc.

Graphical representation of fractals, IFS's, strange attractors,L-systems and generally chaos theory aspects.

ChaosExplorer is a C++ QT project developed to give users the ability to investigate fractals, attractors, bifurcations and other chaotic functions. The program's focus is on freedom to manipulate any possible parameter.

This project demonstrates the use of a sniper gun (physics), and the behaviour of agents in a 3D world in case of a catastrophy like the assassination of a person.

Program to generate the Fractals presented in the book: Symmtery in Chaos by Michael Field and Martin Golubitsky

Dancing Networks attempts to create self-drawing diagrams by applying the laws of motion as we know them today. The process of the diagrams drawing themselves looks like a network that starts its dance in chaos but gravitates toward harmony and order.

The Physics 3d Simulations Project, intends to be a educational tool, for helping science students understanding physics concepts of Classical Mechanics, Eletrodynamics, Chaos, Relativity and others.

Java Chaotic Random Number Generator - Inspired by chaos theory, the intent of this generator is to produce unseeded, unpredictable numbers. The numbers will not follow a predictable sequence and will not rely on a pseudorandom algorithm.