4.7 Article

Design and analysis of a decision intelligent system based on enzymatic numerical technology

期刊

INFORMATION SCIENCES
卷 547, 期 -, 页码 450-469

出版社

ELSEVIER SCIENCE INC
DOI: 10.1016/j.ins.2020.07.033

关键词

Membrane computing; Decisional theory; Biocomputing

资金

  1. National Natural Science Foundation of China [61873280, 61873281, 61672033, 61672248, 61972416, 61902430]
  2. Taishan Scholarship [tsqn201812029]
  3. Natural Science Foundation of Shandong Province [ZR2019MF012]
  4. Fundamental Research Funds for the Central Universities [18CX02152A, 19CX05003A-6, 19CX02028A]
  5. Talent Introduction Project of China University of Petroleum [2017010054]
  6. AEI/FEDER, Spain-EU [TIN2016-81079-R]
  7. Talento-Comunidad de Madrid [2016-T2/TIC-2024]
  8. MINECO AEI/FEDER, Spain-EU [TIN2016-81079-R]
  9. InGEMICS-CM Project (FSE/FEDER, Comunidad de Madrid-EU) [B2017/BMD-3691]

向作者/读者索取更多资源

This study presents a new model of P system called conditional enzymatic numerical P system (DENPS), which introduces a series of decisional enzymes and rebuilds the cell structures to achieve a more flexible decision-making mechanism. The validation experiments demonstrate that DENPS is logical and efficient in processing large-scale decision tasks, with prior results being achieved 188.28 times faster and decision tree based on DENPS being 119.85 times faster than the general serial framework.
A P system is a finite, discrete and distributed model with a parallel-layered and net structure. The enzymatic numerical P system (ENPS) has enzyme-like variables that allow each membrane to host more than one production function, and it has been widely used in economics and controllers for autonomous mobile robots. Although the ENPS has shown powerful abilities in numerical calculation, as a decisional process, it had not been able to express its mechanism of evolution, and the existing P system has a limited ability to process the assigned cells in different evolutions. Furthermore, the present decision models have a limited ability to process large-scale decisional tasks. To set up the decisional P system theory and render the existing ENPS more flexible, we present a restriction enzyme to found a conditional enzymatic numerical P system. In this system, we present a series of decisional enzymes and rebuild the structures of cells to achieve a decisional mechanism. Finally, we verify the validation and efficiency of our model by simulating experiments. To the best of our knowledge, we are proposing a decisional P system for the first time, and the results show that this system is very logical and efficiently processes large-scale decisional tasks. Indeed, the conditional enzymatic numerical P system could achieve prior results more quikly by a factor of 188.28, and a decision tree based on DENPS is the 119.85 times faster than the general serial framework. (C) 2020 Published by Elsevier Inc.

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