Computer Science ›› 2020, Vol. 47 ›› Issue (5): 38-42.doi: 10.11896/jsjkx.191100204
Special Issue: Theoretical Computer Scinece
• Theoretical Computer Science • Previous Articles Next Articles
SONG Bo-sheng, CHENG Yu
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| [1]PÅUN G H.Computing with Membranes [J].J.Comput.Syst.Sci.,2000,61(1):108-143. [2]AMAN B,CIOBANU G.Efficiently Solving The Bin PackingProblem Through Bio-Inspired Mobility [J].Acta Inform.,2017,54(4):435-445. [3]SONG B,ZHANG C,PAN L.Tissue-Like P Systems with Evolutional Symport/Antiport Rules [J].Inf.Sci.,2017,378:177-193. [4]DÍAZ-PERNIL M A,PEÑA-CANTILLANA F,GUTIÉRREZ-NARANJOMA.AParallel Algorithm forSkeletonizing Images by Using Spiking Neural P Systems [J].Neurocomputing,2013,115:81-91. [5]PENG H,WANG J,PÉREZ-JIMÉNEZ M J,et al.Fuzzy Reasoning Spiking Neural P System for Fault Diagnosis [J].Inf.Sci.,2013,235:106-116. [6]PÅUN G H.Membrane Computing.An Introduction [M].Berlin:Springer-Verlag,2000. [7]PÅUN G H,ROZENBERG G,SALOMAA A.The OxfordHandbook of Membrane Computing [M].New York:Oxford University Press,2010. [8]MATÍN-VIDE C,PAZOS J,PÅUN G H,et al.Tissue P Systems [J].Theor.Comput.Sci.,2003,296(2):295-326. [9]IONESCU M,PÅUN G H,YOKOMORI T.Spiking Neural P Systems [J].Fund.Informa.,2006,71(2/3):279-308. [10]PÅUN A,PÅUN G H.The Power of Communication:P Systems with Symport/Antiport [J].New Generat.Comput.,2002,20(3):295-305. [11]ALHAZOV A,FREUND R.P Systems with One Membrane and Symport/Antiport Rules of Five Symbols Are Computationally Complete [C]// Proceedings of the Third Brainstor-ming Week on Membrane Computing.Sevilla:Fénix Editora,2005:19-28. [12]ALHAZOV A,ROGOZHIN Y U.Towards A Characterization of P Systems with Minimal Symport/Antiport and Two Membranes [J].Lect.Notes.Comput.Sc.,2006,4361:135-153. [13]BERNARDINI F,GHEORGHE M.On the Power of Minimal Symport/Antiport [C]// Proceedings of the Third Workshop on Membrane Computing.Tarragona:Fénix Editora,2003:72-83. [14]CIOBANU G,PAN L,PÅUN G H,et al.P Systems with Minimal Parallelism [J].Theor.Comput.Sci.,2007,378:117-130. [15]MACÍAS-ROMOS L F,SONG B,PAN L,et al.Membrane Fission:A Computational Complexity Perspective [J].Complexity,2016,21(6):321-334. [16]SONG B,PÉREZ-JIMÉNEZ M J,PAN L.Efficient Solutions to Hard Computational Problems by P Systems with Symport/An-tiport Rules and Membrane Division [J].BioSystems,2015,130:51-58. [17]BOTTONI P,MARTÍN-VIDE C,PÅUN G H,et al.Membrane Systems with Promoters/Inhibitors [J].Acta Inform.,2002,38:695-720. [18]ARDELEAN I,DÍAZ-PERNIL D,GUTIÉRREZ-NARANJO M A,et al.Counting Cells with Tissue-Like P Systems [C]// Proceedings of the Tenth Brainstorming Week On Membrane Computing.Sevilla:Miguel Fénix Editora,2012:69-78. [19]REINA-MOLINA R,DÍAZ-PERNIL D,GUTIÉRREZ-NAR-ANJO M A.Cell Complexes and Membrane Computing for Thinning 2D and 3D Images [C]// Proceedings of the Tenth Brainstorming Week On Membrane Computing.Sevilla:Fénix Editora,2012:167-186. [20]SONG B,PAN L.The Computational Power of Tissue-Like P Systems with Promoters [J].Theor.Comput.Sci.,2016,641:43-52. [21]ROZENBERG G,SALOMAA A.Handbook of Formal Languages [M].Berlin:Springer-Verlag,1997. [22]PAPADIMITRIOU C H.Computational Complexity [M].Addison Wesley Publishing Company,1994. [23]PAN L,SONG B,VALENCIA-CABRERA L,et al.The Computational Complexity of Tissue P Systems with Evolutional Symport/Antiport Rules [J].Complexity,2018,3745210:1-22. [24]PAN L,PÅUN G H,SONG B.Flat Maximal Parallelism in P Systems with Promoters [J].Theor.Comput.Sci.,2016,623:83-91. [25]SONG B,PÉREZ-JIMÉNEZ M J,PAN L.An Efficient Time-Free Solution to QSAT Problem Using P Systems with Proteins on Membranes [J].Inform.Comput.,2017,256:287-299. [26]SONG B,PÉREZ-JIMÉNEZ M J,PÅUN G H,et al.Tissue P Systems with Channel States Working in the Flat Maximally Parallel Way [J].IEEE T.Nanobiosci.,2016,15(7):645-656. |
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