DOIAbstract
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series generalize both algebraic series and ETOL languages
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series generalize both algebraic series and ETOL languages
AbstractTwo properties of languages which are supports of rational power series are proved: (i) if t...
Nielsen, Rozenberg, Salomaa and Skyum have shown that HD0L languages are CPDF0L languages. We will g...
AbstractThe Hadamard product of two power series ∑anzn and ∑bnzn is the power series ∑anbnzn. We def...
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series gen...
AbstractWe define and study Lindenmayerian algebraic sequences. These sequences are a generalization...
We define L rational and L recognizable power series, and establish a Kleene-Schützenberger theorem ...
We show that nonzero axioms add to the generative capacity of Lindenmayerian series generating syste...
Abstract: We show that it is decidable whether or not a given D0L power series over a semiring A is ...
In a recent paper we introduced Parikh slender languages and series as a generalization of slender l...
We show that it is decidable whether or not a given D0L power series over a semiring A is A-algebrai...
Summary. In this paper we define the algebra of formal power series and the algebra of polynomials o...
We present a general survey on formal power series over topological algebras, along with some perspe...
Algebraische Potenzreihen sind formale Potenzreihen f(x), für die ein nicht triviales Polynom P(x, ...
AbstractWe extend some results of Christol and Furstenberg to the case of several variables: (1) A p...
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...
Nielsen, Rozenberg, Salomaa and Skyum have shown that HD0L languages are CPDF0L languages. We will g...
AbstractThe Hadamard product of two power series ∑anzn and ∑bnzn is the power series ∑anbnzn. We def...
AbstractWe define Lindenmayerian algebraic power series and study their properties. These series gen...
AbstractWe define and study Lindenmayerian algebraic sequences. These sequences are a generalization...
We define L rational and L recognizable power series, and establish a Kleene-Schützenberger theorem ...
We show that nonzero axioms add to the generative capacity of Lindenmayerian series generating syste...
Abstract: We show that it is decidable whether or not a given D0L power series over a semiring A is ...
In a recent paper we introduced Parikh slender languages and series as a generalization of slender l...
We show that it is decidable whether or not a given D0L power series over a semiring A is A-algebrai...
Summary. In this paper we define the algebra of formal power series and the algebra of polynomials o...
We present a general survey on formal power series over topological algebras, along with some perspe...
Algebraische Potenzreihen sind formale Potenzreihen f(x), für die ein nicht triviales Polynom P(x, ...
AbstractWe extend some results of Christol and Furstenberg to the case of several variables: (1) A p...
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...
Nielsen, Rozenberg, Salomaa and Skyum have shown that HD0L languages are CPDF0L languages. We will g...
AbstractThe Hadamard product of two power series ∑anzn and ∑bnzn is the power series ∑anbnzn. We def...
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