Bibliografía

1

Michel Barsley, Fractals everywhere, Academic Press, 1988.

2

Carter Bays, Candidates for the Game of Life in Three Dimensions, Complex Systems 1, pp. 373-400, 1987.

3

Carter Bays, Classification of Semitotalistic Cellular Automata in Three Dimension, Complex Systems 2, pp. 235-254, 1988.

4

Carter Bays, A Note on the Discovery of a New Game of Three-dimensional Life, Complex Systems 2, pp. 255-258, 1988.

5

Carter Bays, The Discovery of a New Glider for the Game of Three-Dimensional Life, Complex Systems 4, pp. 599-602, 1990.

6

Carter Bays, New Game of Three-Dimensional Life, Complex Systems 5, pp. 15-18, 1991.

7

Carter Bays, A New Candidate Rule for the Game of Three-Dimensional Life, Complex Systems 6, pp. 433-441, 1992.

8

Carter Bays, Further Notes on the Game of Three-Dimensional Life, Complex Systems 8, pp. 67-73, 1994.

9

David I. Bell, HighLife - An Interesting Variant of Life, Article for review received by life@cs.arizona.edu, April 17, 1994.

10

Elwyn Berlekamp, John Conway and Richard Gut, Winning Ways for your Mathematical Plays, Academic Press, vol 2, chapter 25, 1982.

11

Hendrik J. Blok and Birger Bergersen, Synchronous versus asynchronous updating in the ``game of Life'', Physical Review E 59, num. 2, pp. 3876-3879, 1999.

12

David J. Buckingham and Paul B. Callahan, Tight bounds on periodic cell configurations in Life, April 15, 1997.

13

E. F. Cood, Cellular Automata, Academic Press, 1968.

14

Matthew Cook, Introduction to the activity of rule 110, (copyrigth 1994-1998 Matthew Cook) http://w3.datanet.hu/~cook/Workshop/CellAut/Elementary/Rule110/110pics.html, January 1999.

15

Karel Culik II and Sheng Yu, Undecidability of CA Classification Schemes, Complex Systems 2, pp. 177-190, 1988.

16

Hugues Chaté and Paul Manneville, Collective Behaviors in Spatially Extended Systems with Local Interactions and Synchronous Updating, Progress in Theoretical Physics, vol. 87, pp. 1-60, 1992.

17

Lee Earl Meeker, Four-Dimensional Cellular Automata and The Game of Life, Thesis Master of Science, University of South Carolina, 1998.

18

Martin Gardner, Mathematical Games - The fantastic combinations of John H. Conway's new solitaire game Life, Scientific American 223, pp 120-123, 1970.

19

Martin Gardner, Wheels, Life and other mathematical amusements, W. H. Freeman and Company Press, New York, 1983.

20

J. B. C. Garcia, M. A. F. Gomes, T. I. Jyh, T. I. Ren and T. R. M. Sales, Nonlinear dynamics of the cellular-automaton ``game of Life'', Physical Review E 48, pp. 3345-3351, no. 5, November 1993.

21

R. W. Gerling, Classification of three-dimensional cellular automata, Physica A 162, pp. 187-195, 1990.

22

Howard Andrew Gutowitz, Local structure theory for cellular automata, Thesis Ph.D., University of Rockefeller, 1987.

23

Howard A. Gutowitz, Jonathan D. Victor and Bruce W. Knight, Local structure theory for cellular automata, Physica D 28, pp. 18-48, 1987.

24

Howard A. Gutowitz and Jonathan D. Victor, Local structure theory in more that one dimension, Complex Systems 1, pp. 57-68, 1987.

25

Howard A. Gutowitz and Jonathan D. Victor, Local structure theory: calculation on hexagonal arrays, and iteraction of rule and interaction of rule and lattice, Journal of Statistical Physical 54, pp. 495-514, 1989.

26

Howard A. Gutowitz, Mean Field vs. Wolfram Classification of Cellular Automata, http://www.santafe.edu/~hag/mfw/mfw.html, November 1989.

27

Howard A. Gutowitz and Chris Langton, Mean Field Theory of The Edge of Chaos, Proccedings of ECAL, Lecture Notes in Computer Science, 929 Springer 1995.

28

Howard Gutowitz and C. Domian, The Topological Skeleton of Cellular Automaton Dynamics, Physica D (submitted), 1995.

29

J. Hardouin Duparc, Generalization of ``Life'', Dynamical Systems and Cellular Automata, Academic Press, London, 1985.

30

Jan Hemmingsson, A totalistic three-dimensional cellular automaton with quasiperiodic behavior, Physica A 183, pp 255-261, 1985.

31

Gustav A. Hedlund, Endomorphisms and automorphisms of the shift dynamical systems, Mathematical Systems Theory 3, pp 320-375, 1969.

32

Francisco Jiménez Morales, Evolving three-dimensional cellular automata to perform a quasiperiod-3 collective behavior task, Physical Review E 60, pp 4934-4940, 1999.

33

Genaro Juárez Martínez, Grados de Reversibilidad en Autómatas Celulares Lineales, Tesis de Licenciatura, Universidad Nacional Autónoma de México, Campus ENEP Acatlán, 1998.

34

Genaro Juárez Martínez y Juan Carlos Seck Tuoh Mora, Analizando gliders en la regla 110, Reporte de Investigación, Centro de Investigaciones y Estudios Avanzados del I.P.N., sin públicar, 1999.

35

Kristian Lindgren and Mats G. Nordahl, Universal Computing in Simple One-Dimensional Cellular Automata, Complex Systems 4, pp. 299-318, 1995.

36

Douglas Lind and Brian Marcus, An Introduction to Symbolic Dynamics and Coding, Cambridge University Press, 1995.

37

G. G. Lorentz, Bernstein Polynomials, University of Toronto Press, Toronto, 1953.

38

Michael Magnier, Claude Lattaud and Jean-Claude Heudin, Complexity Classes in the Tow-dimensional Life Cellular Automata Subspace, Complex Systems 11, no. 6, pp. 419-436, 1997.

39

S. S. Manna and D. Stauffer, Systematics of transitions of square-lattice cellular automata, Physica A 162, pp. 176-186, 1990.

40

Marvin L. Minsky, Computation: Finite and Infinite Machines, Prentice-Hall, 1967.

41

Harold V. McIntosh, Linear Cellular Automata, Universidad Autónoma de Puebla, Instituto de Ciencias, Departamento de Aplicación de Microcomputadoras, 1987.

42

Harold V. McIntosh, Life's Still Lifes, Universidad Autónoma de Puebla, Instituto de Ciencias, Departamento de Aplicación de Microcomputadoras, 1988.

43

Harold V. McIntosh, A Zoo of Life Forms, Universidad Autónoma de Puebla, Instituto de Ciencias, Departamento de Aplicación de Microcomputadoras, 1988.

44

Harold V. McIntosh, Wolfram's Class IV and a Good Life, Physica D 45, pp. 105-121, 1990.

45

Harold V. McIntosh, Linear cellular automata via de Bruijn diagrams, Universidad Autónoma de Puebla, Instituto de Ciencias, Departamento de Aplicación de Microcomputadoras, 1991.

46

Harold V. McIntosh, Rule 110 as it relates to the presence of gliders, http://delta.cs.cinvestav.mx/~mcintosh, February 2000.

47

Melanie Mitchell, Computation in Cellular Automata: A Selected Review, Santa Fe Intitute, NM 87501 U.S.A., September 1996.

48

Norman H. Packard and Stephen Wolfram, Two-dimensional cellular automata, Journal of Statistical Physics 38, pp. 901-946, 1985.

49

Clark Robinson, Dynamical Systems: stability, symbolic dynamics and chaos, CRC Press, 1994.

50

L. S. Schulman and P. E. Seiden, Statistical mechanics of a dynamical system based on Conway's game of Life, Journal of Statistical Physics 19, pp. 293-314, 1978.

51

Claude E. Shannon, Von Neumann's Contributions to Automata Theory, Automata Studies, pp. 123-129, 1958.

52

Harold S. Stone, Discrete Mathematical Structures and their Applications, Computer Science Series, Stanford University, 1973.

53

Tommaso Toffoli and Norman Margolus, Cellular Automata Machines, The MIT Press, Cambridge, Massachusetts, 1987.

54

John von Neumann, Theory of Self-reproducing Automata (edited and completed by A. W. Burks), University of Illinois Press, 1966.

55

Stephen Wolfram, Statistical mechanics of cellular automata, Reviews of Modern Physics 55, pp. 601-644, 1983.

56

Stephen Wolfram, Universality and complexity in cellular automata, Physica D 10, pp. 1-35, 1984.

57

Stephen Wolfram, Theory and Aplications of Cellular Automata, World Scientific Press, Singapore, 1986.

58

Stephen Wolfram, Cellular Automata and Complexity: collected papers, Addison-Wesley Publishing Company, 1994.

59

Andrew Wuensche and Mike Lesser, The Global Dynamics of Cellular Automata, Santa Fe Institute in the Sciences of Complexity, 1992.

60

Andrew Wuensche, Classifying Cellular Automata, Complexity 4, pp. 47-66, 1999.