The goal of this project has been to build on the understanding of the connections between knot invariants, exactly solvable statistical mechanics models and discrete dynamical systems gained in earlier work, toward an answer to the question of how early and robust thermodynamic behavior appears in lattice gas automata. These investigations have recently become relevant, unanticipatedly, to crucial issues in quantum computation
We continue our analysis of the physics of quantum lattice gas automata (QLGA). Previous work has be...
The previous slide shows a stage, near criticality, of a simulation of the Ising model for a rectang...
A simple lattice gas model, a microscopically reversible cellular automaton, is described and shown ...
The goal of this project is to build on the understanding of the connections between knot invariants...
Some of the issues raised by recent work on lattice gas automata are reviewed. © 1991.SCOPUS: ar.jin...
We investigate the space and time behavior of spontaneous thermohydrodynamic fluctuations in a simpl...
The study of lattice knots in the cubic lattice started in 1988 when the Frisch-Wasserman-Delbruck c...
The entropic pressure in the vicinity of a cubic lattice knot is examined as a model of the entropic...
The evolution of a quantum lattice gas automaton (LGA) for a single charged particle is invariant un...
The lattice gas automata (LGA) technique as an alternative to the partial differential equation (PDE...
In this work two families of cellular automatas (CA) are studied as dynamical systems.The theory of ...
Classical lattice gas automata effectively simulate physical processes such as diffusion and fluid f...
A theory of lattice Boltzmann (LB) models for hydrodynamic simulation is developed upon a novel rela...
We investigate the behavior of the Gibbs-Shannon entropy of the stationary nonequi-librium measure d...
We continue our analysis of the physics of quantum lattice gas automata (QLGA). Previous work has be...
We continue our analysis of the physics of quantum lattice gas automata (QLGA). Previous work has be...
The previous slide shows a stage, near criticality, of a simulation of the Ising model for a rectang...
A simple lattice gas model, a microscopically reversible cellular automaton, is described and shown ...
The goal of this project is to build on the understanding of the connections between knot invariants...
Some of the issues raised by recent work on lattice gas automata are reviewed. © 1991.SCOPUS: ar.jin...
We investigate the space and time behavior of spontaneous thermohydrodynamic fluctuations in a simpl...
The study of lattice knots in the cubic lattice started in 1988 when the Frisch-Wasserman-Delbruck c...
The entropic pressure in the vicinity of a cubic lattice knot is examined as a model of the entropic...
The evolution of a quantum lattice gas automaton (LGA) for a single charged particle is invariant un...
The lattice gas automata (LGA) technique as an alternative to the partial differential equation (PDE...
In this work two families of cellular automatas (CA) are studied as dynamical systems.The theory of ...
Classical lattice gas automata effectively simulate physical processes such as diffusion and fluid f...
A theory of lattice Boltzmann (LB) models for hydrodynamic simulation is developed upon a novel rela...
We investigate the behavior of the Gibbs-Shannon entropy of the stationary nonequi-librium measure d...
We continue our analysis of the physics of quantum lattice gas automata (QLGA). Previous work has be...
We continue our analysis of the physics of quantum lattice gas automata (QLGA). Previous work has be...
The previous slide shows a stage, near criticality, of a simulation of the Ising model for a rectang...
A simple lattice gas model, a microscopically reversible cellular automaton, is described and shown ...