The computational power of monodirectional tissue P systems with symport rules
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Publication:2051785
DOI10.1016/j.ic.2021.104751OpenAlexW3161700070MaRDI QIDQ2051785
Bosheng Song, Shengye Huang, Xiangxiang Zeng
Publication date: 25 November 2021
Published in: Information and Computation (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/j.ic.2021.104751
Related Items (4)
Asynchronous homogenous spiking neural P systems with local rule synchronization ⋮ Rule synchronization for monodirectional tissue-like P systems with channel states ⋮ Spiking neural P systems with lateral inhibition ⋮ Time-free Solution to Independent Set Problem using P Systems with Active Membranes
Cites Work
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- A membrane algorithm with quantum-inspired subalgorithms and its application to image processing
- Flat maximal parallelism in P systems with promoters
- Asynchronous P systems with active membranes
- An unsupervised learning algorithm for membrane computing
- (Tissue) P systems working in the \(k\)-restricted minimally or maximally parallel transition mode
- The power of communication: P systems with symport/antiport
- P systems with minimal parallelism
- A uniform family of tissue P systems with cell division solving 3-COL in a linear time
- Computational complexity of tissue-like P systems
- Tissue P systems.
- Computing with membranes
- Languages generated by P systems with active membranes
- Tissue P systems with channel states
- Membrane computing. An introduction.
- Synchronization of rules in membrane computing
- Monodirectional tissue P systems with channel states
- Cell-like P systems with evolutional symport/antiport rules and membrane creation
- Sequential SNP systems based on min/max spike number
- Time-freeness and clock-freeness and related concepts in P systems
- P systems with symport/antiport rules: when do the surroundings matter?
- Tissue-like P systems with evolutional symport/antiport rules
- Solution to PSPACE-complete problem using P systems with active membranes with time-freeness
- Monodirectional P systems
- An efficient time-free solution to QSAT problem using P systems with proteins on membranes
- Cell communication in tissue \(P\) systems: universality results
- An Optimal Frontier of the Efficiency of Tissue P Systems with Cell Separation
- Variants of Small Universal P Systems with Catalysts
- COMPUTING BY COMMUNICATION IN NETWORKS OF MEMBRANES
- CELL/SYMBOL COMPLEXITY OF TISSUE P SYSTEMS WITH SYMPORT/ANTIPORT RULES
- HOW TO SYNCHRONIZE THE ACTIVITY OF ALL COMPONENTS OF A P SYSTEM?
- Towards a Characterization of P Systems with Minimal Symport/Antiport and Two Membranes
- Uniform Solution of QSAT Using Polarizationless Active Membranes
- Fast Hardware Implementations of P Systems
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