Add to ORKGA technique for determining fixed points and shift cycles in one-and two-dimensional cellular automata based on graph theory is given. The method is simple to apply and can easily be implemented on a computer
We will figure out when graphs are solvable in the Lights Out game and what graphs can have any init...
The fixed point construction is a method for designing tile sets and cellular automata with highly n...
The goal of this master thesis is to examine possibilities of realizing comptutational structures in...
The fixed point construction is a method for designing tile sets and cellular automata with highly n...
AbstractSequences produced by cellular automata (CA) are studied algebraically. A suitable k-cell 90...
This book focuses on a coherent representation of the main approaches to analyze the dynamics of cel...
International audienceWe extend the theory of Cellular Automata to arbitrary, time-varying graphs
International audienceWe present recent studies on cellular automata (CAs) viewed as discrete dynami...
AbstractThe main results of the paper concern graphs of linear cellular automata with boundary condi...
A cellular automaton (or CA) is an interconnected set of finite state machines (or cells) such that ...
The Cellular Automata Theory is a discrete model which is now widely used in scientific researches a...
Abstract Linear cellular automata have a canonical representation in terms of labeled de Bruijn grap...
We consider two formulations of a cellular automata: the first one uses a gather-update paradigm and...
We associate to cellular automata elementary rules a class of interval maps defined in [0,1]. The co...
Ant algorithms have been used for a variety of combinatorial optimization problems. One of these pro...
We will figure out when graphs are solvable in the Lights Out game and what graphs can have any init...
The fixed point construction is a method for designing tile sets and cellular automata with highly n...
The goal of this master thesis is to examine possibilities of realizing comptutational structures in...
The fixed point construction is a method for designing tile sets and cellular automata with highly n...
AbstractSequences produced by cellular automata (CA) are studied algebraically. A suitable k-cell 90...
This book focuses on a coherent representation of the main approaches to analyze the dynamics of cel...
International audienceWe extend the theory of Cellular Automata to arbitrary, time-varying graphs
International audienceWe present recent studies on cellular automata (CAs) viewed as discrete dynami...
AbstractThe main results of the paper concern graphs of linear cellular automata with boundary condi...
A cellular automaton (or CA) is an interconnected set of finite state machines (or cells) such that ...
The Cellular Automata Theory is a discrete model which is now widely used in scientific researches a...
Abstract Linear cellular automata have a canonical representation in terms of labeled de Bruijn grap...
We consider two formulations of a cellular automata: the first one uses a gather-update paradigm and...
We associate to cellular automata elementary rules a class of interval maps defined in [0,1]. The co...
Ant algorithms have been used for a variety of combinatorial optimization problems. One of these pro...
We will figure out when graphs are solvable in the Lights Out game and what graphs can have any init...
The fixed point construction is a method for designing tile sets and cellular automata with highly n...
The goal of this master thesis is to examine possibilities of realizing comptutational structures in...