In the field of membrane computing, a great attention is traditionally paid to the results
demonstrating a theoretical possibility to solve NP-complete problems in polynomial time by …

Tissue P systems with symport/antiport rules are a class of distributed parallel computing
models inspired by the cell intercommunication in tissues, where objects are never modified …

Membrane systems, also called P systems, are biologically inspired theoretical models of
distributed and parallel computing. This paper presents a new class of tissue-like P systems …

Tissue P systems with evolutional communication (symport/antiport) rules are computational
models inspired by biochemical systems consisting of multiple individuals living and …

Several examples of the efficiency of cell-like P systems regarding the solution of NP-
complete problems in polynomial time can be found in the literature (obviously, trading …

Tissue P systems are distributed parallel computing models inspired by the structure of
tissue and the way of communicating substances between two cells or between a cell and …

A membrane system (P system) is a distributed computing model inspired by information
processes in living cells. P systems previously provided new characterizations of a variety of …

Maximally parallel manner is a usual rule application strategy for P systems, where rules
should be used in parallel to the maximum degree possible. In this work, we consider a rule …

Membrane systems are a new class of distributed and parallel model of computation
inspired by the subdivision of living cells into compartments delimited by membranes. Their …

Asynchronous tissue P systems with symport/antiport rules are a class of parallel computing
models inspired by cell tissue working in a non-synchronized way, where the use of rules is …