5noP systems with active membranes are a variant of P systems where membranes play an active role during the computation, for example by dividing existing membranes in order to create new ones. In this way, an exponential number of membranes can be obtained in polynomial time, and then used in parallel to attack computationally hard problems. Many interesting questions arise concerning the trade-off between time and space needed to solve various classes of computational problems by means of such membrane systems. In this paper we overview the main results presented in the literature concerning this subject.reservedmixedLeporati Alberto; Manzoni Luca; Mauri Giancarlo; Porreca Antonio E.; Zandron ClaudioLeporati, Alberto; Manzoni, Luca; Mauri...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
P systems are computing models inspired by some basic features of biological membranes. In this work...
5noP systems with active membranes are a variant of P systems where the membranes can be created dur...
5noWe show that a constant amount of space is sufficient to simulate a polynomial-space bounded Turi...
5noThe computational power of membrane systems, in their different variants, can be studied by defin...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
We show that exponential-space P systems with active membranes characterize the complexity class EX...
We identify a family of decision problems that are hard for some complexity classes defined in term...
5siThe first definition of space complexity for P systems was based on a hypothetical real implement...
We study the computational efficiency of recognizer P systems with active membranes without polariz...
We prove that arbitrary single-tape Turing machines can be simulated by uniform families of P system...
5noWe investigate the influence that the flow of information in membrane systems has on their comput...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
P systems are computing models inspired by some basic features of biological membranes. In this work...
5noP systems with active membranes are a variant of P systems where the membranes can be created dur...
5noWe show that a constant amount of space is sufficient to simulate a polynomial-space bounded Turi...
5noThe computational power of membrane systems, in their different variants, can be studied by defin...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
We show that exponential-space P systems with active membranes characterize the complexity class EX...
We identify a family of decision problems that are hard for some complexity classes defined in term...
5siThe first definition of space complexity for P systems was based on a hypothetical real implement...
We study the computational efficiency of recognizer P systems with active membranes without polariz...
We prove that arbitrary single-tape Turing machines can be simulated by uniform families of P system...
5noWe investigate the influence that the flow of information in membrane systems has on their comput...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
We define space complexity classes in the framework of membrane computing, giving some initial resul...
P systems are computing models inspired by some basic features of biological membranes. In this work...