AbstractWe define and study Lindenmayerian algebraic sequences. These sequences are a generalization of algebraic sequences, k-regular sequences and automatic sequences
enShamir has proved that any algebraic power series over a free monoïd X*, with coefficients in an a...
AbstractWe show that the cyclic derivative of any algebraic formal power series in noncommuting vari...
We define rationally additive semirings that are a generalization of (ω)-complete and (ω)-continuous...
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...
AbstractWe define two types of series over Σ-algebras: formal series and, as a special case, term se...
AbstractWe study D0L power series. We show how elementary morphisms introduced by Ehrenfeucht and Ro...
AbstractThe aim of this paper is to deal with formal power series over a commutative semiring A. Gen...
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...
AbstractThe results of I. Guessarian (1983, Math. Systems Theory16, 237–263) are generalized to form...
"The algebraic theory of automata was created by Schützenberger and Chomsky over 50 years ago and t...
AbstractRational and pushdown transductions of formal languages are generalized to formal power seri...
AbstractThe Hurwitz (shuffle) product defined on formal power series is generalized to matrices and ...
This paper concerns power series of an arithmetic nature that arise in the analysis of divide-and-co...
enShamir has proved that any algebraic power series over a free monoïd X*, with coefficients in an a...
AbstractWe show that the cyclic derivative of any algebraic formal power series in noncommuting vari...
We define rationally additive semirings that are a generalization of (ω)-complete and (ω)-continuous...
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...
AbstractWe define two types of series over Σ-algebras: formal series and, as a special case, term se...
AbstractWe study D0L power series. We show how elementary morphisms introduced by Ehrenfeucht and Ro...
AbstractThe aim of this paper is to deal with formal power series over a commutative semiring A. Gen...
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...
AbstractThe results of I. Guessarian (1983, Math. Systems Theory16, 237–263) are generalized to form...
"The algebraic theory of automata was created by Schützenberger and Chomsky over 50 years ago and t...
AbstractRational and pushdown transductions of formal languages are generalized to formal power seri...
AbstractThe Hurwitz (shuffle) product defined on formal power series is generalized to matrices and ...
This paper concerns power series of an arithmetic nature that arise in the analysis of divide-and-co...
enShamir has proved that any algebraic power series over a free monoïd X*, with coefficients in an a...
AbstractWe show that the cyclic derivative of any algebraic formal power series in noncommuting vari...
We define rationally additive semirings that are a generalization of (ω)-complete and (ω)-continuous...
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