The paper presents a graph-theoretic approach to test the minimality of a deterministic automaton. In particular, we focus on problems concerning the dependence of the minimality of an automaton on the choice of the set F of final states or on the cardinality of the set F . We introduce different minimality conditions of an automaton and show that such conditions can be characterized in graph-theoretic terms
AbstractFor a Muller automaton only a subset of its states is needed to decide whether a run is acce...
A topology on the state set of an automaton is considered and it is shown that under this topology, ...
The automata-theoretic approach to the problem of program verification requires efficient minimizati...
The paper presents a graph-theoretic approach to test the minimality of a deterministic automaton. I...
AbstractThe paper presents a graph-theoretic approach to test the minimality of a deterministic auto...
Extremal minimality conditions on automata. (English summary) Theoret. Comput. Sci. 440/441 (2012), ...
AbstractIn this paper we investigate the minimality problem of DFAs by varying the set of final stat...
In this paper we investigate the minimality problem of \{DFAs\} by varying the set of final states. ...
We construct a minimal automaton for an output-incomplete Moore automaton. The approach is motivated...
AbstractMotivated by recent applications of finite automata to theoretical physics, we study the min...
Abstract: GP (for Graph Programs) is a rule-based, nondeterministic program-ming language for solvin...
AbstractBideterministic automata are deterministic automata with the property of their reversal auto...
AbstractFinite automata have been recently used as alternative, discrete models in theoretical physi...
We provide a Myhill-Nerode-like theorem that characterizes the class of data languages recognized by...
In this work we use a framework of finite-state automata constructions based on equivalences over wo...
AbstractFor a Muller automaton only a subset of its states is needed to decide whether a run is acce...
A topology on the state set of an automaton is considered and it is shown that under this topology, ...
The automata-theoretic approach to the problem of program verification requires efficient minimizati...
The paper presents a graph-theoretic approach to test the minimality of a deterministic automaton. I...
AbstractThe paper presents a graph-theoretic approach to test the minimality of a deterministic auto...
Extremal minimality conditions on automata. (English summary) Theoret. Comput. Sci. 440/441 (2012), ...
AbstractIn this paper we investigate the minimality problem of DFAs by varying the set of final stat...
In this paper we investigate the minimality problem of \{DFAs\} by varying the set of final states. ...
We construct a minimal automaton for an output-incomplete Moore automaton. The approach is motivated...
AbstractMotivated by recent applications of finite automata to theoretical physics, we study the min...
Abstract: GP (for Graph Programs) is a rule-based, nondeterministic program-ming language for solvin...
AbstractBideterministic automata are deterministic automata with the property of their reversal auto...
AbstractFinite automata have been recently used as alternative, discrete models in theoretical physi...
We provide a Myhill-Nerode-like theorem that characterizes the class of data languages recognized by...
In this work we use a framework of finite-state automata constructions based on equivalences over wo...
AbstractFor a Muller automaton only a subset of its states is needed to decide whether a run is acce...
A topology on the state set of an automaton is considered and it is shown that under this topology, ...
The automata-theoretic approach to the problem of program verification requires efficient minimizati...