DOIAbstract
We define L rational and L recognizable power series, and establish a Kleene-Schützenberger theorem for Lindenmayerian power series by showing that a power series is L rational if and only if it is L recognizable
We define L rational and L recognizable power series, and establish a Kleene-Schützenberger theorem for Lindenmayerian power series by showing that a power series is L rational if and only if it is L recognizable
AbstractAllouche and Shallit generalized the concept of k-automatic sequences by introducing the not...
In this study, we consider some power series with rational coefficients and investigate transcendenc...
AbstractThe notion of the syntactic monoid is well known to be very important for formal languages, ...
We define L rational and L recognizable power series, and establish a Kleene-Schützenberger theorem ...
AbstractWe derive Schützenberger’s characterisation of the set of recognizable formal power series a...
AbstractKleene's theorem on the coincidence of regular and rational languages in free monoids has be...
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series gen...
A noncommutative rational function which is regular at 0 can be expanded into a noncommutative forma...
We extend the definition and study the algebraic properties of the polylogarithm Li(T) , where T is ...
AbstractSoittola’s theorem characterizes R+- or N-rational formal power series in one variable among...
AbstractWe study D0L power series. We show how elementary morphisms introduced by Ehrenfeucht and Ro...
AbstractTwo properties of languages which are supports of rational power series are proved: (i) if t...
The paper presents partial-realization theory and a realization algorithm for linear switched system...
AbstractWe define and study Lindenmayerian algebraic sequences. These sequences are a generalization...
AbstractWe shall provide a ‘simple’ algorithm allowing, with formal power series, to decide whether ...
AbstractAllouche and Shallit generalized the concept of k-automatic sequences by introducing the not...
In this study, we consider some power series with rational coefficients and investigate transcendenc...
AbstractThe notion of the syntactic monoid is well known to be very important for formal languages, ...
We define L rational and L recognizable power series, and establish a Kleene-Schützenberger theorem ...
AbstractWe derive Schützenberger’s characterisation of the set of recognizable formal power series a...
AbstractKleene's theorem on the coincidence of regular and rational languages in free monoids has be...
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series gen...
A noncommutative rational function which is regular at 0 can be expanded into a noncommutative forma...
We extend the definition and study the algebraic properties of the polylogarithm Li(T) , where T is ...
AbstractSoittola’s theorem characterizes R+- or N-rational formal power series in one variable among...
AbstractWe study D0L power series. We show how elementary morphisms introduced by Ehrenfeucht and Ro...
AbstractTwo properties of languages which are supports of rational power series are proved: (i) if t...
The paper presents partial-realization theory and a realization algorithm for linear switched system...
AbstractWe define and study Lindenmayerian algebraic sequences. These sequences are a generalization...
AbstractWe shall provide a ‘simple’ algorithm allowing, with formal power series, to decide whether ...
AbstractAllouche and Shallit generalized the concept of k-automatic sequences by introducing the not...
In this study, we consider some power series with rational coefficients and investigate transcendenc...
AbstractThe notion of the syntactic monoid is well known to be very important for formal languages, ...
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