5noWe prove that polynomial-time tissue P systems with cell division or cell separation can be simulated efficiently by Turing machines with oracles for counting problems. This shows that the corresponding complexity classes are included in ^#, thus improving, under standard complexity theory assumptions, the previously known upper bound .reservedmixedLeporati Alberto; Manzoni Luca; Mauri Giancarlo; Porreca Antonio E.; Zandron ClaudioLeporati, Alberto; Manzoni, Luca; Mauri, Giancarlo; Porreca Antonio, E.; Zandron, Claudi
The efficiency of computational devices is usually expressed in terms of their capability to solve ...
The most investigated variants of P systems in the last years are cell-like models, especially in t...
In the framework of recognizer cell–like membrane systems it is well known that the construction of...
5noWe analyse the computational efficiency of tissue P systems, a biologically-inspired computing de...
Tissue P systems generalize the membrane structure tree usual in original models of P systems to an ...
Summary. Classical tissue P systems with cell division have a special alphabet whose elements appear...
In this paper we address the problem of describing the complexity of the evolution of a tissue-like...
In the framework of P systems, it is known that the construction of exponential number of objects i...
5noThe decision problems solved in polynomial time by P systems with elementary active membranes are...
The standard definition of tissue P systems includes a special alphabet whose elements are assumed t...
AbstractMembrane systems, also called P systems, are biologically inspired theoretical models of dis...
5noTraditionally, P systems allow their membranes or cells to grow exponentially (or even more) in v...
5noIt has been recently proved that polynomial-time tissue P systems with cell division are only abl...
In the framework of recognizer cell–like membrane systems it is well known that the construction of...
5noPolynomial-time P systems with active membranes characterise PSPACE by exploiting membranes neste...
The efficiency of computational devices is usually expressed in terms of their capability to solve ...
The most investigated variants of P systems in the last years are cell-like models, especially in t...
In the framework of recognizer cell–like membrane systems it is well known that the construction of...
5noWe analyse the computational efficiency of tissue P systems, a biologically-inspired computing de...
Tissue P systems generalize the membrane structure tree usual in original models of P systems to an ...
Summary. Classical tissue P systems with cell division have a special alphabet whose elements appear...
In this paper we address the problem of describing the complexity of the evolution of a tissue-like...
In the framework of P systems, it is known that the construction of exponential number of objects i...
5noThe decision problems solved in polynomial time by P systems with elementary active membranes are...
The standard definition of tissue P systems includes a special alphabet whose elements are assumed t...
AbstractMembrane systems, also called P systems, are biologically inspired theoretical models of dis...
5noTraditionally, P systems allow their membranes or cells to grow exponentially (or even more) in v...
5noIt has been recently proved that polynomial-time tissue P systems with cell division are only abl...
In the framework of recognizer cell–like membrane systems it is well known that the construction of...
5noPolynomial-time P systems with active membranes characterise PSPACE by exploiting membranes neste...
The efficiency of computational devices is usually expressed in terms of their capability to solve ...
The most investigated variants of P systems in the last years are cell-like models, especially in t...
In the framework of recognizer cell–like membrane systems it is well known that the construction of...