参考文献

陈述彭，地球科学的复杂性与系统性，地理科学，10(4)。1991。
陈述彭主编，地球系统科学，北京:中国科学技术出版社，1998。
李才伟，元胞自动机及复杂系统的时空演化模拟，武汉: 华中理工大学博士学位论文，1997。
李元香，格子气流体力学的九点矩形模型，武汉大学学报。并行计算专刊:22-32，1991。
李元香，康立山、陈硫屏，格子气自动机，清华大学出版社与广西技术出版社，1994。
李一智、林巍和，系统动态学，长沙:中南工业大学出版社，1987。
史忠植，高级人工智能，北京:科学出版社，1998。
裴相斌，中国科学院地理所博士论文:辽宁诲岸带城市化和环境污染的调控研究，1999。
谭跃进、高世揖、周曼殊，系统学原理， 长沙:国防科技大学出版社，1996。
吴建兵、杨杰、吴月华、刘际明、何多慧，人工生命与人工智能，模式识别与人工智能 PR&LAl.11 (3) :
274~279, 1998.
夏培肃，英汉计算机辞典,北京:人民邮电出版牡,1984。
谢惠民，非线性科学丛书: 复杂性与动力系统，上海科技教育出版社, 1994。
仪垂祥，非线性科学及其在地学中的应用，北京:气象出版社，1995。
张新生，中国科学院地理所博士论文:城市空间动力学模型研究及应用，1997。
Amoroso, S. and Patt, Y., Decision Procedures for Surjectivity and Injectivity of Parallel Maps for Tes sellation Structures, J. Computer System Sci.. 6, 448-464, 1972.
Bays, C., A New Candidate Rule for the Game of Three-Dimensional Life ? Complex Systems 6 (5) ,1988.
Bays, C., Candidates for the game of life in three dimensions, Complex Systems, 5 (1), 1987.
Bays, C., Classification of Semitotalistic Cellular Automata in Three Dimensions, Complex Systems,(2), 1988
Bennett , C and Grinstein G., Role of Irreversibility in Stabilizing Complex and Nonenergodic Behavior in Locally Interacting Discrete Systems, Physical Review Letters, 55: 657 ?660 ? 1985,Culik, II K., Hurd, L P. and Yu, S., Computation Theoretic Aspects of Cellular Automata, Physic D. 45: 357-378, 1990.
Deutsch, E. S., Thinning Algorithms on Rectangular ? Hexagonal and Triangular Arrays, Communication ACME 15, 8Z7, 1972-
Dewdney, A. K., The Cellular Automata Programs That Create Wireworld , Rugworld and Other Diver sions, Scientific American, 262: 1, 146 149, 1990.
Dewdney,A. K., The Game of Life Aaquires Some Successors in Three Dimensions, Computer Recre ations, Scientific American, pages: 8~13, Feb. 1987.
Ermentrout G. B. and Edelstein-Keshet L. Cellular Automata Approaches to Biological Modeling, Jour nal of Theoretical Biology 160: 97~133, 1993.
Forrester, J. W., Urban Dynamics, The MIT Press, 1969
Gardner, M., On Cellular Automata, Self-reproduction, the Garden of Eden and the Game "Life", Scientific American, 224 (2): 112 117, February 1971.
Gardner, M., The Fantastic Combinations of John Conway's New Solitaire Game "Life",Scientific American, pages 120 123, October 1970.
Gardner, M., Wheels, Life and Other Mathematical Amusements, W, H. Freeman, New York, 1983.
Gutowitz,H. A.,A Hierarchical Classification of Cellular Automata, Phydica D 45, 136~156, 1990.http://gold.cchem.berkeley.edu/gavinc/Java/CA/Polymer.html.
Longton C. G., Life at the Edge of Chaos, in C. G. Langton, &etc. (ed), Artificial Life II, pp41-91. New York: Addison - Wesley, 1992,
Longton, C G..,1987,1990, 1992,Artificial Life, I, II, III, Addison Wesley Pub.
M. Waldrop 著，陈玲译, 复杂：诞生于秩序与混沌边缘的科学，生活.读书.新知三联书店，1997
Perrier, J. Y., Sipper, A. G. and Zahnd, J., Toward a Viable, Self-reproducing Universal Computer.Physica D, 97: 335 352, 1996.
Rosenfeld, A., Picture Languages , Academic, New York' 1979
Sieburg, H. B., McCutchan, J. A. , Clay, 0 K., Cabalerro, L. and Osrlund, J J, Simulation of HIV Infection in Artificial Immune System, Physica D 45, 208 ?227 ' 1990.
Smith A, Cellular Automata Theory. Technical Report 2, Stanford Electronic Lab. , Stanford University, 1969.
Sternberg, S. R., Language and Architecture for Parallel Image Processing, in Pattern Recognition in Practice, edited by E. S. Gelesma and L. N. Kanal , 35 , 1980
Toffoli, T., Margolus N,, Cellular Automata Machines: A New Environment for Modeling. The MIT
Press ?Cambridge ?Massachusetts, 1987.
Turing A M., On computable numbers with an application to the entscheidungs problems, Proc. London Math. Soc., 2: 544 ?548, 1936
Vichniac, G, Simulating Physics With Cellular Automata, Physica D, 10: 96 ?115 ? 1984.
Victor, Jonathan ? D., What Can Automaton Theory Tell Us About The Brain? Physica D 45 ?205~ 207,1990.
Wolfram, S., Statistical Mechanics of Cellular Automata. Reviews of Modern Physics, 55 (3): 601~ 644 July 1983.
Wolfram, S., Theory and Applications of Cellular Automata, World Scientific, Singapore, 1986