Mathematical Modeling of the Heat-Mass-Exchange in Anisotropic Environments Taking into Account the Boundary of Phase Transition.
Yaroslav SokolovskyyIryna BoretskaBogdana GayvasIgor KroshnyyPublished in: CSIT (1) (2018)
Keyphrases
- phase transition
- mathematical modeling
- constraint satisfaction
- satisfiability problem
- mathematical models
- computational intelligence
- random instances
- randomly generated
- np complete
- discrete event
- mathematical model
- systems biology
- random constraint satisfaction problems
- ordinary differential equations
- anisotropic diffusion
- gene regulatory networks
- simulation model
- cellular automata
- neural network
- social network analysis
- graphical models
- machine learning