AbstractThis article surveys some theoretical aspects of cellular automata CA research. In particular, we discuss classical and new results on reversibility, conservation laws, limit sets, decidability questions, universality and topological dynamics of CA. The selection of topics is by no means comprehensive and reflects the research interests of the author. The main goal is to provide a tutorial of CA theory to researchers in other branches of natural computing, to give a compact collection of known results with references to their proofs, and to suggest some open problems
Introduction Cellular automata (CAs) are decentralized spatially extended systems consisting of lar...
We introduce a new model of cellular automaton called a one-dimensional number-conserving partitione...
Cellular automata are models for massively parallel computation. A cellular automaton consists of ce...
AbstractThis article surveys some theoretical aspects of cellular automata CA research. In particula...
International audienceThis paper is a survey on our recent results about number conserving cellular ...
This volume of the Encyclopedia of Complexity and Systems Science, Second Edition, provides an autho...
The problem of deciding if a given cellular automaton (CA) is reversible (or, equivalently, if its g...
AbstractReversible computing is a paradigm where computing models are defined so that they reflect p...
Reversibility corresponds to the conservation of information and energy. It allows unambiguous backt...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
ISBN 978-5-94057-377-7International audiencePartitioned cellular automata are a variant of cellular ...
Introduction Cellular automata (CAs) are decentralized spatially extended systems consisting of lar...
We introduce a new model of cellular automaton called a one-dimensional number-conserving partitione...
Cellular automata are models for massively parallel computation. A cellular automaton consists of ce...
AbstractThis article surveys some theoretical aspects of cellular automata CA research. In particula...
International audienceThis paper is a survey on our recent results about number conserving cellular ...
This volume of the Encyclopedia of Complexity and Systems Science, Second Edition, provides an autho...
The problem of deciding if a given cellular automaton (CA) is reversible (or, equivalently, if its g...
AbstractReversible computing is a paradigm where computing models are defined so that they reflect p...
Reversibility corresponds to the conservation of information and energy. It allows unambiguous backt...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
International audienceThis chapter presents the use of Partitioned Cellular Automata —introduced by ...
ISBN 978-5-94057-377-7International audiencePartitioned cellular automata are a variant of cellular ...
Introduction Cellular automata (CAs) are decentralized spatially extended systems consisting of lar...
We introduce a new model of cellular automaton called a one-dimensional number-conserving partitione...
Cellular automata are models for massively parallel computation. A cellular automaton consists of ce...