Multiagent Approach to Adsorption-Diffusion-Reaction Processes Modeling by the Method of Likelihood Cellular Automat
Multiagent Approach to Adsorption-Diffusion-Reaction Processes Modeling by the Method of Likelihood Cellular Automat
摘要
The discrete three-dimensional model of the adsorption-diffusion process was developed with three states using the comers of blocks within the framework of the theory of CA （cellular automata）. The construction of an asynchronous cellular automaton was used for the modeling, The implementation of the algorithm leads to a huge variety of dynamical regimes some of which are moving from the general chaos into a state of local and then global synchronization （within the framework of the model）.
参考文献9
-
1Adamson, A. W. Physical Chemistry of Surfaces; 1979; p 568.
-
2Laptev, A. N.; Prokaznikov, A. V.; Rud, N. A. Avtokolebatelnyye Protsessy V Sensornykh Strukturakh Na Osnove Nizkorazmernykh System. Mikrosistemnaya Tekhnika 2002, 6(C), 31-40.
-
3Bernatski, D. P.; Pavlov, V. G. Field Desorption of a Potassium-Gold Film on Tungsten. Physics of the Solid State 2004, 46(8), 1538-1541.
-
4Bernatski, D. P Accompanying Alkali Metals. 233-235. Pavlov, V. G. Self-Oscillatory Effects the Field-lnduced Desorption of Technical Physics Letters 2000, 26(3).
-
5Kapliy, S. A.; Prokaznikov, A. V.; Rud, N. A. Discrete Model of Adsorption with Three States. Technical Physics Letters 2004, 30(7), 595-597.
-
6Kapliy, S. A.; Prokaznikov, A. V.; Rud, N. A. Discrete Model of Adsorption with a Finite Number of States. Technical Physics 2005, 50(12), 1535-1543.
-
7Mozhaev, A. V.; Prokaznikov, A. V.; Timofeev, V. V. Dinamical Discrete Three-Dimensional Model of Pore Formation in Silicon, Proceeding in the Zhumal Investigated in Russia, 2006; pp 687-694.
-
8Malinetskii, G. G.; Stepantsov, M. E. Simulation of Diffusion Processes by Means of Cellular Automata with Margolus Neighborhoods. Computational Mathematics and Mathematical Physics 1998, 38(6), 973-975.
-
9Musaev, A. M. Autosolitons in a Electron-Hole Plasma/Exitons System of Silicon At 4.2 K. Tekhnika Poluprovodnikov 1999, 33(12), 1183-1186.
-
1ZHANZhi-Ming,LIWei-Bin,YANGWen-Xing.Analytical Results for Model Describing Interactions Among Six Bosonic Modes[J].Communications in Theoretical Physics,2004,42(4X):513-516.
-
2李珺,潘启树.A multiagent reinforcement learning approach based on different states[J].Journal of Harbin Institute of Technology(New Series),2010,17(3):419-423.
-
3熊耀先,钟平,刘方,王润生.基于图像块统计特性的EPLL遥感图像去噪方法[J].数字技术与应用,2013,31(12):41-44.
-
4存储器、锁存器[J].电子科技文摘,2003,0(3):94-95.
-
5陈德军,黄梅,周祖德.基于Multi-agent的虚拟企业安全性研究[J].武汉大学学报（工学版）,2006,39(5):137-142. 被引量：1
-
6穆瑞辉.运用Multi-Agent技术设计数据挖掘系统的研究[J].数字技术与应用,2013,31(2):81-81.
-
7露西·凯拉韦(英),偲言(译).帕金森鸡毛蒜皮定律[J].发现,2017,0(1):31-31.
-
8廖斌,刘鸳鸳.基于空间约束高斯混合模型的EPLL自然图像复原[J].量子电子学报,2015,32(4):391-398. 被引量：4
-
9张化祥,黄上腾,乐嘉锦.Optimal Response Learning and Its Convergence in Multiagent Domains[J].Journal of Donghua University(English Edition),2005,22(3):116-119.
-
10ZUO Su-Li,QU Chang-Zheng.Solutions and Conditional Lie-Backlund Symmetries of Quasi-linear Diffusion-Reaction Equations[J].Communications in Theoretical Physics,2009,51(1):6-12. 被引量：1
