5noWe prove that non-confluent (i.e., strongly nondeterministic) P systems with active membranes working in polynomial time are able to simulate polynomial-space nondeterministic Turing machines, and thus to solve all problems. Unlike the confluent case, this result holds for shallow P systems. In particular, depth 1 (i.e., only one membrane nesting level and using elementary membrane division only) already suffices, and neither dissolution nor send-in communication rules are needed.reservedmixedLeporati Alberto; Manzoni Luca; Mauri Giancarlo; Porreca Antonio E.; Zandron ClaudioLeporati, Alberto; Manzoni, Luca; Mauri, Giancarlo; Porreca Antonio, E.; Zandron, Claudi
We study the computational efficiency of recognizer P systems with active membranes without polariz...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
AbstractAn important open problem in the area of membrane computing is whether there is a model of P...
5siIn P systems with active membranes, the question of understanding the power of non-confluence wit...
AbstractWe describe a solution to the SAT problem via non-confluent P systems with active membranes,...
In P systems with active membranes, the question of understanding the power of non-confluence withi...
5noWe investigate the influence that the flow of information in membrane systems has on their comput...
5noWe solve affirmatively a new special case of the P conjecture by Gh. Păun, which states that P sy...
5siIt is known that the polarizationless P systems of the kind involved in the definition of the P c...
5noThe decision problems solved in polynomial time by P systems with elementary active membranes are...
Among the computational features that determine the computing power of polarizationless P systems wi...
5noThe literature on membrane computing describes several variants of P systems whose complexity cla...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
5noWe show that a constant amount of space is sufficient to simulate a polynomial-space bounded Turi...
We investigate the in uence that the ow of information in membrane systems has on their computat...
We study the computational efficiency of recognizer P systems with active membranes without polariz...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
AbstractAn important open problem in the area of membrane computing is whether there is a model of P...
5siIn P systems with active membranes, the question of understanding the power of non-confluence wit...
AbstractWe describe a solution to the SAT problem via non-confluent P systems with active membranes,...
In P systems with active membranes, the question of understanding the power of non-confluence withi...
5noWe investigate the influence that the flow of information in membrane systems has on their comput...
5noWe solve affirmatively a new special case of the P conjecture by Gh. Păun, which states that P sy...
5siIt is known that the polarizationless P systems of the kind involved in the definition of the P c...
5noThe decision problems solved in polynomial time by P systems with elementary active membranes are...
Among the computational features that determine the computing power of polarizationless P systems wi...
5noThe literature on membrane computing describes several variants of P systems whose complexity cla...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
5noWe show that a constant amount of space is sufficient to simulate a polynomial-space bounded Turi...
We investigate the in uence that the ow of information in membrane systems has on their computat...
We study the computational efficiency of recognizer P systems with active membranes without polariz...
AbstractA P system is a natural computing model inspired by information processing in cells and cell...
AbstractAn important open problem in the area of membrane computing is whether there is a model of P...