\providecommand{\bysame}{\leavevmode\hbox to3em{\hrulefill}\thinspace}
\begin{thebibliography}{JBCGS93}

\bibitem[Bays87]{bays87}
Carter Bays, \emph{Candidates for the Game of Life in Three Dimensions},
  Complex Systems \textbf{1} (1987), 373--400.

\bibitem[Bays88a]{bays88}
Carter Bays, \emph{Classification of Semitotalistic Cellular Automata in Three
  Dimension}, Complex Systems \textbf{2} (1988), 235--254.

\bibitem[Bays88b]{bays88a}
Carter Bays, \emph{A Note on the Discovery of a New Game of Three-Dimensional
  Life}, Complex Systems \textbf{2} (1988), 255--258.

\bibitem[Bays90]{bays90}
Carter Bays, \emph{The Discovery of a New Glider for the Game of
  Three-Dimensional Life}, Complex Systems \textbf{4} (1990), 599--602.

\bibitem[Bays91]{bays91}
Carter Bays, \emph{New Game of Three-Dimensional Life}, Complex Systems
  \textbf{5} (1991), 15--18.

\bibitem[Bays92]{bays92}
Carter Bays, \emph{A New Candidate Rule for the Game of Three-Dimensional
  Life}, Complex Systems \textbf{6} (1992), 433--441.

\bibitem[Bays94]{bays94}
Carter Bays, \emph{Further Notes on the Game of Three-Dimensional Life},
  Complex Systems \textbf{8} (1994), 67--73.

\bibitem[Bell94]{bell94}
David~I. Bell, \emph{HighLife - An Interesting Variant of Life}, Article for
  review received by life@cs.arizona.edu (April 17, 1994).

\bibitem[BCG82]{berlekamp93}
Elwyn Berlekamp, John Conway and Richard Gut, \emph{The game of Life}, Winning
  Ways for your Mathematical Plays, vol.~2, Academic Press, 1982, pp.~817--849.

\bibitem[Cook99]{cook99}
Matthew Cook, \emph{Introduction to the activity of rule 110}, (copyrigth
  1994-1998 Matthew Cook),
  http://w3.datanet.hu/\~{}cook/Workshop/CellAut/Elementary/
Rule110/110pics.ht%
ml (January 1999).

\bibitem[CM92]{chate92}
Hugues Chat\'e and Paul Manneville, \emph{Collective Behaviors in Spatially
  Extended Systems with Local Interactions and Synchronous Updating}, Progress
  in Theoretical Physics \textbf{87} (1992), 1--60.

\bibitem[GGJ93]{garcia93}
J. B. C. Garcia, M. A. F. Gomes, T. I. Jyh, T. I. Ren and T. R. M. Sales,
  \emph{Nonlinear dynamics of the cellular-automaton ``game of Life''},
  Physical Review E \textbf{48} (November 1993), 3345--3351.

\bibitem[Gard70]{gardner70}
Martin Gardner, \emph{Mathematical Games - The fantastic combinations of John
  H. Conway's new solitaire game Life}, Scientific American \textbf{223}
  (1970), 120--123.

\bibitem[Ger90]{gerling90}
R.~W. Gerling, \emph{Classification of three-dimensional cellular automata},
  Physica A \textbf{162} (1990), 187--195.

\bibitem[GVK87]{gutowitz87}
Howard A. Gutowitz, Jonathan D. Victor and Bruce W. Knight, \emph{Local
  structure theory for cellular automata}, Physica D \textbf{28} (1987),
  18--48.

\bibitem[GV87]{gutowitz87a}
Howard~A. Gutowitz and Jonathan~D. Victor, \emph{Local structure theory in more
  that one dimension}, Complex Systems \textbf{1} (1987), 57--68.

\bibitem[Gut89]{gutowitz89}
Howard~A. Gutowitz, \emph{Mean Field vs. Wolfram Classification of Cellular
  Automata}, http://www.santafe.edu/\~{}hag/mfw/mfw.html (1989).

\bibitem[Dup85]{hardouin85}
J.~Hardouin Duparc, \emph{Generalization of ``Life''}, Dynamical Systems and
  Cellular Automata, Academic Press, 1985.

\bibitem[Hem85]{hemmingsson85}
Jan Hemmingsson, \emph{A totalistic three-dimensional cellular automaton with
  quasiperiodic behavior}, Physica A \textbf{183} (1985), 255--261.

\bibitem[Heu96]{heudin96}
Jean-Claude Heudin, \emph{A New Candidate Rule for the Game of Two-dimensional
  Life}, Complex Systems \textbf{10} (1996), 367--381.

\bibitem[Jua00]{juarez00}
Genaro~Ju\'arez Mart\'{\i}nez, \emph{Teor\'{\i}a del campo promedio en
  aut\'omatas celulares similares a ``The Game of Life''}, Tesis de
  Maestr\'{\i}a, Centro de Investigaciones y Estudios Avanzados del IPN, 2000.

\bibitem[Lor53]{lorentz53}
G.~G. Lorentz, \emph{Bernstein Polynomials}, University of Toronto Press,
  Toronto, 1953.

\bibitem[McI88a]{mcintos88}
Harold~V. McIntosh, \emph{Life's Still Lifes}, Universidad Autonoma de Puebla,
  Apartado Postal 461 (72000) Puebla, Puebla, Mexico, 1988, available too in
  http://delta.cs.cinvestav.mx/\~{}mcintosh.

\bibitem[McI88b]{mcintosh88a}
Harold~V. McIntosh, \emph{A Zoo of Life Forms}, Universidad Autonoma de Puebla,
  Apartado Postal 461 (72000) Puebla, Puebla, Mexico, 1988, available too in
  http://delta.cs.cinvestav.mx/\~{}mcintosh.

\bibitem[McI90]{mcintosh90}
Harold~V. McIntosh, \emph{Wolfram's Class IV and a Good Life}, Cellular
  Automata Experimental (Howard~A. Gutowitz, ed.), Noth Holland, 1990,
  pp.~105--121.

\bibitem[PW85]{packard85}
Norman~H. Packard and Stephen Wolfram, \emph{Two-dimensional cellular
  automata}, Journal of Statistical Physics \textbf{38} (1985), 901--946.

\bibitem[SS78]{schulman78}
L.~S. Schulman and P.~E. Seiden, \emph{Statistical mechanics of a dynamical
  system based on Conway's game of Life}, Journal of Statistical Physics
  \textbf{19} (1978), 293--314.

\bibitem[Neu66]{von66}
John von Neumann, \emph{Theory of Self-reproducing Automata}, University of
  Illinois Press, 1966, (edited and completed by A. W. Burks).

\bibitem[Wol83]{wolfram83}
Stephen Wolfram, \emph{Statistical mechanics of cellular automata}, Reviews of
  Modern Physics \textbf{55} (1983), 601--644.

\end{thebibliography}