4.3 Article

P systems with evolutional symport and membrane creation rules solving QSAT

Journal

THEORETICAL COMPUTER SCIENCE
Volume 908, Issue -, Pages 56-63

Publisher

ELSEVIER
DOI: 10.1016/j.tcs.2021.11.012

Keywords

Membrane computing; Membrane creation; QBF-SAT; Computational complexity theory

Funding

  1. FEDER/Ministerio de Ciencia e Innovacion - Agencia Estatal de Investigacion [TIN2017-89842-P]
  2. European Social Fund
  3. Junta de Andalucia

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P systems are computing devices based on sets of rules to efficiently solve NP-complete problems. This work improves a previous result and provides an efficient solution for solving QBF-SAT or QSAT problems.
P systems are computing devices based on sets of rules that dictate how they work. While some of these rules can change the objects within the system, other rules can even change the own structure, like creation rules. They have been used in cell-like membrane systems with active membranes to efficiently solve NP-complete problems. In this work, we improve a previous result where a uniform family of P systems with evolutional communication rules whose left-hand side (respectively, right-hand side) have most 2 objects (resp., 2 objects) and membrane creation solved SAT efficiently, and we obtain an efficient solution to solve QBF-SAT or QSAT (a PSPACE-complete problem) having at most 1 object (respectively, 1 object) in their left-hand side (resp., right-hand side) and not making use of the environment. (C) 2022 Elsevier B.V. All rights reserved.

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