This paper discussed a subclass of finite automata, which have ordering on the state sets created by a transition (or next-state) function. Hence, there do not exist cycles of more than one element. We discuss a relation of equality of upper closure on the systems of all subsets of state systems of quasi-automata, which creates an equivalence
AbstractIn this paper, we consider various classes of (infinite-state) automata generated by simple ...
Let A = (Q, X, δ) be an X-automaton, with Q its state set. For a subset B ⊆ Q, the source of B is de...
We introduce an infinite proper subset of regular languages (RL), so called the state change couple ...
This paper discussed a subclass of finite automata, which have ordering on the state sets created by...
AbstractThe aim of this paper is to investigate how subset construction performs on specific familie...
In this paper we investigate the minimality problem of \{DFAs\} by varying the set of final states. ...
In this paper we investigate the minimality problem of \{DFAs\} by varying the set of final states. ...
Finite state systems, also called automata, are key tools for modelling physical systems, for emulat...
This work deals with automata systems. We define parallel automata systems and parallel communicatin...
State transformers, which form the objects in a subequalizing category, are a generalization of the ...
AbstractThis paper is devoted to the study of nondeterministic closure automata, that is, nondetermi...
The upper semilattice of degrees of transformability by finite-state automata is defined analogously...
AbstractIn this paper we investigate the minimality problem of DFAs by varying the set of final stat...
State transformers, which form the objects in a subequalizing category, are a generalization of the ...
The regular ω-languages can be defined by deterministic ω-automata with the Rabin acceptance conditi...
AbstractIn this paper, we consider various classes of (infinite-state) automata generated by simple ...
Let A = (Q, X, δ) be an X-automaton, with Q its state set. For a subset B ⊆ Q, the source of B is de...
We introduce an infinite proper subset of regular languages (RL), so called the state change couple ...
This paper discussed a subclass of finite automata, which have ordering on the state sets created by...
AbstractThe aim of this paper is to investigate how subset construction performs on specific familie...
In this paper we investigate the minimality problem of \{DFAs\} by varying the set of final states. ...
In this paper we investigate the minimality problem of \{DFAs\} by varying the set of final states. ...
Finite state systems, also called automata, are key tools for modelling physical systems, for emulat...
This work deals with automata systems. We define parallel automata systems and parallel communicatin...
State transformers, which form the objects in a subequalizing category, are a generalization of the ...
AbstractThis paper is devoted to the study of nondeterministic closure automata, that is, nondetermi...
The upper semilattice of degrees of transformability by finite-state automata is defined analogously...
AbstractIn this paper we investigate the minimality problem of DFAs by varying the set of final stat...
State transformers, which form the objects in a subequalizing category, are a generalization of the ...
The regular ω-languages can be defined by deterministic ω-automata with the Rabin acceptance conditi...
AbstractIn this paper, we consider various classes of (infinite-state) automata generated by simple ...
Let A = (Q, X, δ) be an X-automaton, with Q its state set. For a subset B ⊆ Q, the source of B is de...
We introduce an infinite proper subset of regular languages (RL), so called the state change couple ...