Titlebook: Cellular Automata and Discrete Complex Systems; 21st IFIP WG 1.5 Int Jarkko Kari Conference proceedings 2015 IFIP International Federation

使人入神

Tempor

https://doi.org/10.1007/978-3-322-83651-9luences the limit cycle structure of block-sequential systems. We derive a sufficient condition on the graph structure so that the system has only fixed points as limit cycles. We also identify several well-known graph families that satisfy this condition.

天氣

INERT

Effect of Graph Structure on the Limit Sets of Threshold Dynamical Systems,luences the limit cycle structure of block-sequential systems. We derive a sufficient condition on the graph structure so that the system has only fixed points as limit cycles. We also identify several well-known graph families that satisfy this condition.

拱形大橋

共同時(shí)代

厭倦嗎你

Shrinking One-Way Cellular Automata,uction is provided that enables real-time . to accept the reversal of real-time iterative array languages. Finally, restricted real-time . are investigated which are allowed to dissolve only a number of cells that is bounded by some function. In this case, an infinite strict hierarchy of language classes is obtained.

裙帶關(guān)系

Merging Cellular Automata Rules to Optimise a Solution to the Modulo-, Problem, in terms of a reduction of the number of rules required, by means of a . operation involving of the rules′ active state transitions. The potential for a more general usage of the merging operation is also addressed.

時(shí)間等

chassis

Conference proceedings 2015logical, ergodic and algebraic aspects; algorithmic and complexity issues; emergent properties; formal language processing aspects; symbolic dynamics; models of parallelism and distributed systems; timing schemes; phenomenological descriptions; scientific modeling; and practical applications.