A toolbox for simpler active membrane algorithms

An Efficient Simulation of Polynomial-Space Turing Machines by P Systems with Active Membranes

Analysis and Simulation of Dynamics in Probabilistic P Systems

article

Characterising the complexity of tissue P systems with fission rules

scholarly article by Alberto Leporati et al published December 2017 in Journal of Computer and System Sciences

Complexity Classes for Membrane Systems: A Survey

Complexity aspects of polarizationless membrane systems

article published in 2008

Complexity classes for membrane systems

Computational Complexity Aspects in Membrane Computing

Energy-Based Models of P Systems

Enzymatic Numerical P Systems Using Elementary Arithmetic Operations

Flattening in (Tissue) P Systems

How Redundant Is Your Universal Computation Device?

Membrane systems in systems biology

Monodirectional P systems

Non-confluence in divisionless P systems with active membranes

On the power and size of extended gemmating P systems

On three variants of rewriting P systems

P Systems Simulating Oracle Computations

P Systems with Active Membranes Working in Sublinear Space

P Systems with Memory

P systems with active membranes: trading time for space

article published in 2010

P systems with deadlock.

scientific article published in July 2003

Quantum Sequential P Systems with Unit Rules and Energy Assigned to Membranes

Recent complexity-theoretic results on P systems with active membranes

Shallow Non-confluent P Systems

article by Alberto Leporati et al published 2017 in Lecture Notes in Computer Science

Simulating Elementary Active Membranes

Simulation of a bounded symport/antiport P system with Brane calculi.

scientific article published on 26 July 2007

Space complexity equivalence of P systems with active membranes and Turing machines

Sublinear-Space P Systems with Active Membranes

article published in 2013

Subroutines in P systems and closure properties of their complexity classes

The counting power of P systems with antimatter

Tissue P Systems Can be Simulated Efficiently with Counting Oracles

Tissue P Systems with Small Cell Volume

Uniform solutions to SAT and Subset Sum by spiking neural P systems