On the iota-delta function: a link between cellular automata and partial differential equations for modeling advection-dispersion from a constant source.
Luan Carlos de Sena Monteiro OzelimAndré Luís B. CavalcanteJan M. BaetensPublished in: J. Supercomput. (2017)
Keyphrases
- cellular automata
- partial differential equations
- cellular automaton
- cellular automata model
- reaction diffusion
- image processing
- level set
- numerical solution
- image denoising
- anisotropic diffusion
- lattice gas
- image enhancement
- numerical methods
- pattern formation
- numerical algorithms
- cellular automaton model
- multiscale
- ordinary differential equations
- traffic flow
- fourth order
- chaotic dynamics
- differential equations
- discrete dynamical systems
- diffusion equation
- conservation laws
- lattice boltzmann
- energy functional
- high order
- numerical scheme
- evolution equation
- curve evolution
- numerical simulations
- galois field