In this paper we focus on the decomposition of rational and maximal prefix codes. We present an effective procedure that allows us to decide whether such a code is decomposable. In this case, the procedure also produces the factors of some of its decompositions. We also give partial results on the problem of deciding whether a rational maximal prefix code decomposes over a finite prefix code
In this paper we consider a prefix code in algebraic theory of code which are the fundamental exampl...
AbstractThis paper is the second part of a work dealing with two Schützenberger's conjectures on var...
A two-dimensional code of pictures is defined as a set X ⊆ Σ** such that any picture over Σ is tilab...
In this paper we focus on the decomposition of rational and maximal prefix codes. We present an effe...
AbstractThe natural correspondence between prefix codes and trees is explored, generalizing the resu...
A set X X ⊆ Σ∗∗ of pictures is a code if every picture over Σ is tilable in at most one way with p...
We introduce a class of prefix codes which generalizes the family of “inclusion codes” defined by Bo...
We introduce a class of prefix codes which generalizes the family of “inclusion codes” defined by Bo...
A necessary and sufficient condition is given under which a finite prefix code A (A ⊆ X*) is maximal...
AbstractIn this paper, we are concerned with finite p-s-composed codes, that is with codes obtained ...
The set of (finite full prefix) codes on a given alphabet is endowed with the structure of a monoïd ...
AbstractIn this paper, we study the decompositions of recognizable strong maximal codes and obtain t...
Motivated by the study of decipherability conditions for codes weaker than Unique Decipherability (U...
Motivated by the study of decipherability conditions for codes weaker than Unique Decipherability (U...
Abstract. In a previous paper [5] a bi-deterministic transducer is defined for the bidirectional dec...
In this paper we consider a prefix code in algebraic theory of code which are the fundamental exampl...
AbstractThis paper is the second part of a work dealing with two Schützenberger's conjectures on var...
A two-dimensional code of pictures is defined as a set X ⊆ Σ** such that any picture over Σ is tilab...
In this paper we focus on the decomposition of rational and maximal prefix codes. We present an effe...
AbstractThe natural correspondence between prefix codes and trees is explored, generalizing the resu...
A set X X ⊆ Σ∗∗ of pictures is a code if every picture over Σ is tilable in at most one way with p...
We introduce a class of prefix codes which generalizes the family of “inclusion codes” defined by Bo...
We introduce a class of prefix codes which generalizes the family of “inclusion codes” defined by Bo...
A necessary and sufficient condition is given under which a finite prefix code A (A ⊆ X*) is maximal...
AbstractIn this paper, we are concerned with finite p-s-composed codes, that is with codes obtained ...
The set of (finite full prefix) codes on a given alphabet is endowed with the structure of a monoïd ...
AbstractIn this paper, we study the decompositions of recognizable strong maximal codes and obtain t...
Motivated by the study of decipherability conditions for codes weaker than Unique Decipherability (U...
Motivated by the study of decipherability conditions for codes weaker than Unique Decipherability (U...
Abstract. In a previous paper [5] a bi-deterministic transducer is defined for the bidirectional dec...
In this paper we consider a prefix code in algebraic theory of code which are the fundamental exampl...
AbstractThis paper is the second part of a work dealing with two Schützenberger's conjectures on var...
A two-dimensional code of pictures is defined as a set X ⊆ Σ** such that any picture over Σ is tilab...