Abstract. In this paper, we address the problem of reducing the size of non-deterministic (bottom-up) tree automata. We propose a uniform framework that allows for combining various upward and downward bisimulation and simulation relations in order to obtain a language-preserving combined relation suitable for reducing tree automata without a need to determinise them. The framework gen-eralises and improves several previous works and provides a broad spectrum of different relations yielding a possibility of a fine choice between the amount of re-duction and the computational demands. We analyse properties of the considered relations both theoretically as well as through a series of experiments.
Abstract. We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement prob...
AbstractWe give a proof that alternating tree automata can be simulated by nondeterministic tree aut...
We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement problem to the...
Abstract. In this paper, we address the problem of reducing the size of nondeterministic (bottom-up)...
We present a taxonomy of algorithms for minimising deterministic bottom-up tree automata (DTAs) over...
We present a taxonomy of algorithms for minimising deterministic bottom-up tree automata (DTAs) over...
We present a taxonomy of algorithms for minimising deterministic bottom-up tree automata (DTAs) over...
We present PTIME language-preserving techniques for the reduction of non-deterministic tree automat...
Finite automata appear in almost every branch of computer science, for example in model checking, in...
Finite automata appear in almost every branch of computer science, for example in model checking, in...
We present a taxonomy of algorithms for minimising deterministic bottomup tree automata (dtas) over ...
We present a taxonomy of algorithms for minimising deterministic bottomup tree automata (dtas) over ...
Abstract. We present an algorithm for the minimization of Büchi automata based on the notion of fair...
Abstract. We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement prob...
Abstract. We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement prob...
Abstract. We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement prob...
AbstractWe give a proof that alternating tree automata can be simulated by nondeterministic tree aut...
We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement problem to the...
Abstract. In this paper, we address the problem of reducing the size of nondeterministic (bottom-up)...
We present a taxonomy of algorithms for minimising deterministic bottom-up tree automata (DTAs) over...
We present a taxonomy of algorithms for minimising deterministic bottom-up tree automata (DTAs) over...
We present a taxonomy of algorithms for minimising deterministic bottom-up tree automata (DTAs) over...
We present PTIME language-preserving techniques for the reduction of non-deterministic tree automat...
Finite automata appear in almost every branch of computer science, for example in model checking, in...
Finite automata appear in almost every branch of computer science, for example in model checking, in...
We present a taxonomy of algorithms for minimising deterministic bottomup tree automata (dtas) over ...
We present a taxonomy of algorithms for minimising deterministic bottomup tree automata (dtas) over ...
Abstract. We present an algorithm for the minimization of Büchi automata based on the notion of fair...
Abstract. We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement prob...
Abstract. We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement prob...
Abstract. We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement prob...
AbstractWe give a proof that alternating tree automata can be simulated by nondeterministic tree aut...
We extend an algorithm by Paige and Tarjan that solves the coarsest stable refinement problem to the...