International audienceThis paper deals with one-way and two-way weighted automata. When the semiring of weights is commutative, we prove that unambiguous one-way automata, unambiguous two-way automata and deterministic two-way automata realize the same (rational) power series. If the semiring of weights is not commutative, unambiguous one-way automata and deterministic two-way automata realize the same rational power series, but unambiguous two-way automata may realize non rational power series
This paper connects the classes of weighted alternating finite automata (WAFA), weighted finite tree...
Weighted automata map input words to numerical values. Ap- plications of weighted automata include f...
Abstract. Weighted automata map input words to numerical values. Ap-plications of weighted automata ...
International audienceThis paper deals with one-way and two-way weighted automata. When the semiring...
International audienceThis paper deals with one-way and two-way weighted automata. When the semiring...
International audienceIn this paper, we first study the conversion of weighted two-way automata to o...
In this paper, we first study the conversion of weighted two-way automata to one-way automata. We sh...
International audienceIn this paper, we first study the conversion of weighted two-way automata to o...
We study the series realized by weighted two-way automata, that are strictly more powerful than weig...
We study the series realized by weighted two-way automata, that are strictly more powerful than weig...
AbstractWeighted automata are used to describe quantitative properties in various areas such as prob...
Abstract. Weighted automata are used to describe quantitative prop-erties in various areas such as p...
We study the determinisation and unambiguisation problems of weighted automata over the rational fie...
In the paper, we generalize an algorithm and some related results by Mohri [25] for deter-minization...
AbstractWeighted automata are used to describe quantitative properties in various areas such as prob...
This paper connects the classes of weighted alternating finite automata (WAFA), weighted finite tree...
Weighted automata map input words to numerical values. Ap- plications of weighted automata include f...
Abstract. Weighted automata map input words to numerical values. Ap-plications of weighted automata ...
International audienceThis paper deals with one-way and two-way weighted automata. When the semiring...
International audienceThis paper deals with one-way and two-way weighted automata. When the semiring...
International audienceIn this paper, we first study the conversion of weighted two-way automata to o...
In this paper, we first study the conversion of weighted two-way automata to one-way automata. We sh...
International audienceIn this paper, we first study the conversion of weighted two-way automata to o...
We study the series realized by weighted two-way automata, that are strictly more powerful than weig...
We study the series realized by weighted two-way automata, that are strictly more powerful than weig...
AbstractWeighted automata are used to describe quantitative properties in various areas such as prob...
Abstract. Weighted automata are used to describe quantitative prop-erties in various areas such as p...
We study the determinisation and unambiguisation problems of weighted automata over the rational fie...
In the paper, we generalize an algorithm and some related results by Mohri [25] for deter-minization...
AbstractWeighted automata are used to describe quantitative properties in various areas such as prob...
This paper connects the classes of weighted alternating finite automata (WAFA), weighted finite tree...
Weighted automata map input words to numerical values. Ap- plications of weighted automata include f...
Abstract. Weighted automata map input words to numerical values. Ap-plications of weighted automata ...