- Could you please point me out to some Computer science, and Computer Engineering applications modeled, described, or analyzed using partial differential equations?
- Preferably, involving heat, reaction-diffusion, Poisson, or Wave equation.
- If possible in fuzzy environment.
Best regards
Sarmad.
I cannot say about fuzzy environment, but I can address the field of the Computational Fluid Dynamics where the HPC is used extensively to solve the Navier Stokes equations or its simplified inviscid assumption (Euler equations). The CFD discipline is used in a large number of engineering field, aeronautis, mechanics, chemical but also in geophysical science.
That's about all my research is about:
https://vulcanhammer.net/2017/03/21/improved-methods-for-forward-and-inverse-solution-of-the-wave-equation-for-piles/
Differential equation may be used in computer science to model complex interaction or nonlinear phenomena
You can, e.g., find some applications in my list of contributions.
Here are two links to start with: Article Newton-multigrid for biological reaction-diffusion problems ...
Article Fuzzy finite element analysis of heat conduction problems wi...
See also in the RG contributions/work of:
* Bart Nicolaï
* Stefan Vandewalle
* Pieter Verboven
* Ashim Datta
* Ruth E. Baker
Interesting websites to explore, with lot of applications:
* https://www.biw.kuleuven.be/biosyst/mebios/postharvest-group/research.html
* https://wms.cs.kuleuven.be/groups/NUMA/research/stochastics-and-uncertainty
* http://www.iamruthbaker.com/research/
* http://twr.cs.kuleuven.be/index.php
This article below is a good example of PDE's application in Computer Graphics and Geometric Processing:
Article Bounded Biharmonic Weights for Real-Time Deformation
- Badges
- Science topic