citation information (apr 2008, from ISI web of knowledge) (note: this list is incomplete because many journals in the field of complex systems are not included in ISI database)

15. Joy MP, Ingber DE, Huang S
Chaotic mean field dynamics of a boolean network with random connectivity
INTERNATIONAL JOURNAL OF MODERN PHYSICS C   Volume: 18 Issue: 9 Pages: 1459-1473 SEP 2007

14.  Behnia S, Akhshani A, Mahmodi H, et al.
A novel algorithm for image encryption based on mixture of chaotic maps 
CHAOS SOLITONS & FRACTALS 35 (2): 408-419 JAN 2008

13 
      Mizraji E
      The parts and the whole: inquiring how the interaction of simple subsystems
      generates complexity 
      INTERNATIONAL JOURNAL OF GENERAL SYSTEMS 35 (4):
      395-415 AUG 2006 

12
      de Oliveira GMB, Siqueira SRC
      Parameter characterization of two-dimensional cellular automata rule space 
      PHYSICA D-NONLINEAR PHENOMENA 217 (1): 1-6 MAY 1 2006 
11
      Mizraji E
      The emergence of dynamical complexity: An exploration using elementary cellular
      automata 
      COMPLEXITY 9 (6): 33-42 JUL-AUG 2004 

10.  Eleonora Bilotta, Antonio Lafusa, Pietro Pantano (2003),
	"Searching for complex CA rules with GAs",
	Complexity, 8(3):56-67.


9. 
      Oliveira GMB, de Oliveira PPB, Omar N
      Definition and application of a five-parameter characterization of one-dimensional
      cellular automata rule space 
      ARTIFICIAL LIFE 7 (3): 277-301 FAL 2001 
8. 
      Morales FJ, Crutchfield JP, Mitchell M
      Evolving two-dimensional cellular automata to perform density classification: A
      report on work in progress 
      PARALLEL COMPUTING 27 (5): 571-585 Sp. Iss. SI APR 2001 

7.
 Gina Maira Barbosa de Oliveira, Pedro P.B. de Oliveira, Nizam Omar (20001),
 "Guidelines for dynamics-based parameterization of one-dimensional cellular 
 automata rule spaces",
 COMPLEXITY, 6(2):63-71.


6.
 Sipper M (1996),
 "Co-evolving non-uniform cellular automata to perform computations",
 Physica D, 92:193-208. 

5.
      Bhattacharjya A, Liang SD
      Power-law distributions in some random Boolean networks 
      PHYSICAL REVIEW LETTERS 77 (8): 1644-1647 AUG 19 1996 

4. M Mitchell, JP Crutchfield, PT Hraber (1994),
 "Evolving cellular automata to perform computations: Mechanisms and impediments",
 Physica D, 75:361-391.

 
3.
      BINDER PM
      PARAMETRIC ORDERING OF COMPLEX-SYSTEMS 
      PHYSICAL REVIEW E 49 (3): 2023-2025 MAR 1994 

2. M Mitchell, PT Hraber, JP Crutchfield  (1993),
 "Revisiting the edge of chaos: Evolving cellular automata to perform computations"
 Complex Systems, 7(2):89-130.

1. W Li, MG Nordahl (1992)
 "Transient behavior of cellular automaton rule 110",
 Physics Letters A, 

1. Sami Torybey's MS thesis (2007): Towards a framework for intuitive programming of cellular automata
   http://hdl.handle.net/1974/929

2. Daniel R Kunkle's MS thesis (2003), Automatic classification of one-dimensional cellular automata
   http://www.ccs.neu.edu/home/kunkle/docs/caClassification.pdf

3. Mathieu Capcarrere's Ph.D thesis (2002): Cellular Automata and Other Cellular Systems: Design & Evolution
   http://lslwww.epfl.ch/pages/publications/rcnt_theses/home.html

4. Pontus Svenson's Ph.D thesis (2001), A Random Walk in Statistical Physics
   http://fy.chalmers.se/~tfkps/pubs/pontus_thesis.pdf