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The development of mathematical techniques, combined with new possibilities of computational simulation, have greatly broadened the study of non-linear lattices, a theme among the most refined and interdisciplinary-oriented in the field of mathematical physics. This Special Issue mainly focuses on state-of-the-art advancements concerning the many facets of non-linear lattices, from the theoretical ones to more applied ones. The non-linear and discrete systems play a key role in all ranges of physical experience, from macrophenomena to condensed matter, up to some models of space discrete space-time.
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Keywords
- Boltzmann Lattice
- Cellular automata
- Computational Issues
- DNA Models
- Ergodicity and integrability problems
- Fermi-Pasta-Ulam Problem
- Lattice Boltzmann
- Lattice Gas
- Lattice gravity
- Neuronal Lattices Models
- nonlinear waves and solitons
- Plastic Deformations in Crystals
- Protein Models
- Quantum field theory
- Sin-Gordon Equations
- Small Molecules with non linear local modes
- thema EDItEUR::P Mathematics and Science::PH Physics
- Toda Lattice
- Ultracold lattice fluids
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