The aim of this paper is to study the power of parallel multiset- rewriting systems with permitting context (or P systems with non-cooperative rules with promoters). The main result obtained is that if we use promoters of weight two, then the system is universal. Moreover, the construction satis¯es a special property we de¯ne: it is ulti- mately con°uent. This means that if the system allows at least one halting computation, then its ¯nal con¯guration is reachable from any reachable con- ¯guration
We introduce a geometrical setting which seems promising for the study of computation in multiset r...
A current research topic in membrane computing is to find more realistic P systems from a biological...
The class of parallel rewriting systems is considered in this work, and the interaction between two ...
We continue the line of research of deterministic parallel non-cooperative multiset rewriting with ...
Membrane systems (with symbol objects) are distributed controlled multiset processing systems. Non-...
The aim of this research is to produce an algorithm for the software that would let a researcher to...
This article shows how the computational universality can be reached by using P systems with object...
This paper represents a study of reversibility in parallel rewriting systems over multisets. It emph...
We consider rewriting P systems with parallel application of evolution rules, where no conflicts on ...
Membrane systems (with symbol objects) are distributed controlled multiset processing systems. Non-...
AbstractMaximally parallel multiset rewriting systems (MPMRS) give a convenient way to express relat...
AbstractWe consider the class of parallel rewriting systems and investigate the interaction between ...
Membrane computing is a formal framework of distributed parallel comput- ing. In this paper we stud...
We consider (tissue) P systems using non-cooperative rules, but considering computations without ha...
In this paper, we continue the Study Of Contextual and rewriting P systems. In contextual P systems,...
We introduce a geometrical setting which seems promising for the study of computation in multiset r...
A current research topic in membrane computing is to find more realistic P systems from a biological...
The class of parallel rewriting systems is considered in this work, and the interaction between two ...
We continue the line of research of deterministic parallel non-cooperative multiset rewriting with ...
Membrane systems (with symbol objects) are distributed controlled multiset processing systems. Non-...
The aim of this research is to produce an algorithm for the software that would let a researcher to...
This article shows how the computational universality can be reached by using P systems with object...
This paper represents a study of reversibility in parallel rewriting systems over multisets. It emph...
We consider rewriting P systems with parallel application of evolution rules, where no conflicts on ...
Membrane systems (with symbol objects) are distributed controlled multiset processing systems. Non-...
AbstractMaximally parallel multiset rewriting systems (MPMRS) give a convenient way to express relat...
AbstractWe consider the class of parallel rewriting systems and investigate the interaction between ...
Membrane computing is a formal framework of distributed parallel comput- ing. In this paper we stud...
We consider (tissue) P systems using non-cooperative rules, but considering computations without ha...
In this paper, we continue the Study Of Contextual and rewriting P systems. In contextual P systems,...
We introduce a geometrical setting which seems promising for the study of computation in multiset r...
A current research topic in membrane computing is to find more realistic P systems from a biological...
The class of parallel rewriting systems is considered in this work, and the interaction between two ...