This paper represents a study of reversibility in parallel rewriting systems over multisets. It emphasizes the controlled reversibility for a particular case of parallel rewriting systems given by membrane systems, a formalism inspired by the cell activity. We define reversible membrane systems in which the scenarios based on regular expressions are able to control the direction (forward or backward) of the evolution. The backward computation is triggered by a special symbol ae introduced into the system. Several results concerning the evolution of membrane systems and reversible membrane systems are provided, opening new research opportunities
The paper is about some families of rewriting P systems, where the application of evolution rules i...
There is a growing interest in models of reversible computation driven by exciting application areas...
AbstractWe study the totality of the possible evolution “laws” of “colored spaces”, i.e. Euclidean s...
Membrane computing is a formal framework of distributed parallel comput- ing. In this paper we stud...
AbstractThis paper deals with reversing computation in membrane systems. Its aim is to answer the fo...
In this paper we study a notion of self-stabilization, inspired from biology and engineering. Multi...
Abstract. In this paper we provide a semantics for membrane systems given by rewriting strategies. W...
The issue of reversibility in computational paradigms has gained interest in recent years. In this p...
AbstractMembrane systems represent a new model of computation involving parallel application of rule...
We introduce reversible structures, an algebra for massive concurrent systems, where terms retain bi...
We present an operational semantics of the membrane systems, using an appropriate notion of configur...
We introduce a geometrical setting which seems promising for the study of computation in multiset r...
A membrane system (P system) is a model of computation inspired by some basic features of the struct...
The aim of this paper is to study the power of parallel multiset- rewriting systems with permitting...
AbstractThere is a growing interest in models of reversible computation driven by exciting applicati...
The paper is about some families of rewriting P systems, where the application of evolution rules i...
There is a growing interest in models of reversible computation driven by exciting application areas...
AbstractWe study the totality of the possible evolution “laws” of “colored spaces”, i.e. Euclidean s...
Membrane computing is a formal framework of distributed parallel comput- ing. In this paper we stud...
AbstractThis paper deals with reversing computation in membrane systems. Its aim is to answer the fo...
In this paper we study a notion of self-stabilization, inspired from biology and engineering. Multi...
Abstract. In this paper we provide a semantics for membrane systems given by rewriting strategies. W...
The issue of reversibility in computational paradigms has gained interest in recent years. In this p...
AbstractMembrane systems represent a new model of computation involving parallel application of rule...
We introduce reversible structures, an algebra for massive concurrent systems, where terms retain bi...
We present an operational semantics of the membrane systems, using an appropriate notion of configur...
We introduce a geometrical setting which seems promising for the study of computation in multiset r...
A membrane system (P system) is a model of computation inspired by some basic features of the struct...
The aim of this paper is to study the power of parallel multiset- rewriting systems with permitting...
AbstractThere is a growing interest in models of reversible computation driven by exciting applicati...
The paper is about some families of rewriting P systems, where the application of evolution rules i...
There is a growing interest in models of reversible computation driven by exciting application areas...
AbstractWe study the totality of the possible evolution “laws” of “colored spaces”, i.e. Euclidean s...