A new computing model called P system is a highly distributed and parallel theoretical model, which is proposed in the area of membrane computing. Ceterchi et al. initially proposed array rewriting P systems by extending the notion of string rewriting P systems to arrays (2003). A theoretical model for picture generation using context-free iso-array grammar rules and puzzle iso-array grammar rules are introduced by Kalyani et al. (2004, 2006). Also iso-array rewriting P systems for iso-picture languages have been studied by Annadurai et al. (2008). In this paper we consider the context-free iso-array rules and context-free puzzle iso-array rules in iso-array rewriting P systems and examine the generative powe...
P systems with controlled computations have been introduced and investigated in the recent past, by ...
Splicing systems were introduced by Tom Head [3] on biological considerations to model certain recom...
We consider a uniform way of treating objects and rules in P systems: we start with multisets of rul...
Abstract. A new computing model called P system is a highly distributed and parallel theoretical mod...
Pure 2D context-free grammar (P2DCFG) with an independent mode of array rewriting, was recently intr...
Kolam-designs are diagrams used to decorate the floor, especially in front of a house in South India...
We further investigate the parallel array P systems recently introduced by K.G. Subramanian, P. Isa...
The two areas of grammar systems and P systems, which have provided interesting computational models...
Generative models of picture languages with array rewriting rules are presented. The rewriting rules...
Array grammars have been studied in the framework of Membrane Comput- ing by using rewriting rules ...
James et al. have introduced a variant of P systems called parallel contextual array insertion delet...
We consider here a variant of rewriting P systems [1], where communication is controlled by the cont...
Languages appeared from the very beginning in membrane computing, by their length sets or directly a...
AbstractWe continue here the study of P systems with string objects processed by rewriting rules, by...
AbstractGenerally, for proving universality results about rewriting P systems one considers matrix g...
P systems with controlled computations have been introduced and investigated in the recent past, by ...
Splicing systems were introduced by Tom Head [3] on biological considerations to model certain recom...
We consider a uniform way of treating objects and rules in P systems: we start with multisets of rul...
Abstract. A new computing model called P system is a highly distributed and parallel theoretical mod...
Pure 2D context-free grammar (P2DCFG) with an independent mode of array rewriting, was recently intr...
Kolam-designs are diagrams used to decorate the floor, especially in front of a house in South India...
We further investigate the parallel array P systems recently introduced by K.G. Subramanian, P. Isa...
The two areas of grammar systems and P systems, which have provided interesting computational models...
Generative models of picture languages with array rewriting rules are presented. The rewriting rules...
Array grammars have been studied in the framework of Membrane Comput- ing by using rewriting rules ...
James et al. have introduced a variant of P systems called parallel contextual array insertion delet...
We consider here a variant of rewriting P systems [1], where communication is controlled by the cont...
Languages appeared from the very beginning in membrane computing, by their length sets or directly a...
AbstractWe continue here the study of P systems with string objects processed by rewriting rules, by...
AbstractGenerally, for proving universality results about rewriting P systems one considers matrix g...
P systems with controlled computations have been introduced and investigated in the recent past, by ...
Splicing systems were introduced by Tom Head [3] on biological considerations to model certain recom...
We consider a uniform way of treating objects and rules in P systems: we start with multisets of rul...