Add to ORKGIn this paper the representability of finite automata by a modified Lee computer is considered. A simple proof on Schepherdson\u27s theorem is given
. We examine the power of nondeterministic finite automata with acceptance of an input word defined ...
this paper, based on notes by R. Beals and M. Spivak, methods of finite semigroups were introduced t...
These notes form the core of a future book on the algebraic foundations of automata theory. This boo...
Programming techniques are given by which two programs can be constructed to simulate behaviors of f...
Putnam proved a theorem stating that, under very generic conditions, every physical system implement...
Mathematical models in classical computation, automata have been an important area in theoretical co...
In formal analysis we often encounter finite automata with a~large amount of states over large alpha...
AbstractWe consider deterministic and nondeterministic finite automata with acceptance conditions th...
AbstractThe problem of realizing finite automata such that linear modules may be used in various con...
The aim of this textbook is to provide undergraduate students with an introduction to the basic theo...
We consider a simple model for representing a graph in computer memory in which every vertex is assi...
We examine the power of nondeterministic finite automata with acceptance of an input word defined ...
This book is aimed at providing an introduction to the basic models of computability to the undergra...
This paper presents a method for linear realization of automata when such exists.The basic tools emp...
Euclidean Automata (EA) are finite state computational devices that take continuous parameter vector...
. We examine the power of nondeterministic finite automata with acceptance of an input word defined ...
this paper, based on notes by R. Beals and M. Spivak, methods of finite semigroups were introduced t...
These notes form the core of a future book on the algebraic foundations of automata theory. This boo...
Programming techniques are given by which two programs can be constructed to simulate behaviors of f...
Putnam proved a theorem stating that, under very generic conditions, every physical system implement...
Mathematical models in classical computation, automata have been an important area in theoretical co...
In formal analysis we often encounter finite automata with a~large amount of states over large alpha...
AbstractWe consider deterministic and nondeterministic finite automata with acceptance conditions th...
AbstractThe problem of realizing finite automata such that linear modules may be used in various con...
The aim of this textbook is to provide undergraduate students with an introduction to the basic theo...
We consider a simple model for representing a graph in computer memory in which every vertex is assi...
We examine the power of nondeterministic finite automata with acceptance of an input word defined ...
This book is aimed at providing an introduction to the basic models of computability to the undergra...
This paper presents a method for linear realization of automata when such exists.The basic tools emp...
Euclidean Automata (EA) are finite state computational devices that take continuous parameter vector...
. We examine the power of nondeterministic finite automata with acceptance of an input word defined ...
this paper, based on notes by R. Beals and M. Spivak, methods of finite semigroups were introduced t...
These notes form the core of a future book on the algebraic foundations of automata theory. This boo...