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ORCIDComplex Systems, Volume 22
Volume 22, Number 1, 2013
- Richard Southwell, Chris Cannings:
Exploring the Space of Substitution Systems. - Philippe Collard, Salma Mesmoudi, Teodor Ghetiu, Fiona Polack:
Emergence of Frontiers in Networked Schelling Segregationist Models. - Philip Maymin:
Schizophrenic Representative Investors. - Luan Carlos de Sena Monteiro Ozelim, André Luís B. Cavalcante, Lucas Parreira de Faria Borges:
Continuum versus Discrete: A Physically Interpretable General Rule for Cellular Automata by Means of Modular Arithmetic.
Volume 22, Number 2, 2013
- Anthony Joseph:
Discovering Nontrivial and Functional Behavior in Register Machines. - Richard Southwell, Jianwei Huang, Chris Cannings:
Complex Networks from Simple Rules. - Mike Holcombe
, Simon Coakley, Mariam Kiran, Lee Shawn Chin, Chris Greenough, David Worth, Silvano Cincotti, Marco Raberto, Andrea Teglio, Christophe Deissenberg, Sander van der Hoog, Herbert Dawid, Simon Gemkow, Philipp Harting, Michael Neugart:
Large-Scale Modeling of Economic Systems. - Stan Palasek:
Information Flow in Cellular Automata.
Volume 22, Number 3, 2013
- Bruno Nery, Rodrigo Ventura:
On the Scalability and Convergence of Simultaneous Parameter Identification and Synchronization of Dynamical Systems. - Fernando Buendía, Josué Reynoso:
Market Shares Are Not Zipf-Distributed. - Dan C. Marinescu:
High-Probability Trajectories in the Phase Space and the System Complexity. - Roger J. Anderson, Robert H. Sturges:
System Behaviors and Measures: Logical Complexity and State Complexity in Naval Weapons Elevators.
Volume 22, Number 4, 2013
- Marius Buliga:
Graphic Lambda Calculus. - Andrew Adamatzky, Andrew Wuensche:
On Creativity and Elementary Cellular Automata. - David J. Warne, Ross F. Hayward, Neil A. Kelson, Dann G. Mallet:
An Efficient Algorithm for the Detection of Eden. - Luan Carlos de Sena Monteiro Ozelim, André Luís B. Cavalcante:
On the Iota-Delta Function: Mathematical Representation of Two-Dimensional Cellular Automata. - V. Kukushkin, Yuri I. Ozhigov:
Comparison of Dynamic Diffusion with an Explicit Difference Scheme for the Schrödinger Equation.
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