We prove that uniform families of P systems with active membranes operat- ing in polynomial time can solve the whole class of PP decision problems, without using nonelementary membrane division or dissolution rules. This result also holds for families having a stricter uniformity condition than the usual one
We characterise the computational complexity of biological systems to assess their utility as novel ...
We characterise the computational complexity of biological systems to assess their utility as novel ...
We characterise the computational complexity of biological systems to assess their utility as novel ...
5noThe decision problems solved in polynomial time by P systems with elementary active membranes are...
We investigate the in uence that the ow of information in membrane systems has on their computat...
Membrane systems with dividing and dissolving membranes are known to solve PSPACE problems in polyn...
Membrane systems with dividing and dissolving membranes are known to solve PSPACE problems in polyn...
We identify a family of decision problems that are hard for some complexity classes defined in term...
Two proofs have been shown for P systems with active membranes in previ- ously published papers, de...
A decision problem is one that has a yes/no answer, while a counting problem asks how many possible...
AbstractFirst, we consider P systems with active membranes, hence with the possibility that the memb...
We are going to present a polynomially uniform solution to the Quanti ed 3SAT decision problem with...
AbstractFirst, we consider P systems with active membranes, hence with the possibility that the memb...
5noPolynomial-time P systems with active membranes characterise PSPACE by exploiting membranes neste...
We apply techniques from complexity theory to a model of biological cellular membranes known as mem...
We characterise the computational complexity of biological systems to assess their utility as novel ...
We characterise the computational complexity of biological systems to assess their utility as novel ...
We characterise the computational complexity of biological systems to assess their utility as novel ...
5noThe decision problems solved in polynomial time by P systems with elementary active membranes are...
We investigate the in uence that the ow of information in membrane systems has on their computat...
Membrane systems with dividing and dissolving membranes are known to solve PSPACE problems in polyn...
Membrane systems with dividing and dissolving membranes are known to solve PSPACE problems in polyn...
We identify a family of decision problems that are hard for some complexity classes defined in term...
Two proofs have been shown for P systems with active membranes in previ- ously published papers, de...
A decision problem is one that has a yes/no answer, while a counting problem asks how many possible...
AbstractFirst, we consider P systems with active membranes, hence with the possibility that the memb...
We are going to present a polynomially uniform solution to the Quanti ed 3SAT decision problem with...
AbstractFirst, we consider P systems with active membranes, hence with the possibility that the memb...
5noPolynomial-time P systems with active membranes characterise PSPACE by exploiting membranes neste...
We apply techniques from complexity theory to a model of biological cellular membranes known as mem...
We characterise the computational complexity of biological systems to assess their utility as novel ...
We characterise the computational complexity of biological systems to assess their utility as novel ...
We characterise the computational complexity of biological systems to assess their utility as novel ...