Based on an analysis on a variety of game models in the supply chain, this paper proposes a multi-enterprise output game model under the circumstances of information asymmetry. After a study on Nash equilibrium, the paper analyzes the factors that cause chaos in production decision making among manufacturers and offers numerical simulation. The authors argue that under the circumstances of info...

Conceptual issues and the basis for the use of financial statements from the perspective of complexity and chaos are proposed. After analyzing the implications that these perspectives have for financial statements, basic accounting equation is examined from the view of complex logic through the mechanisms of the circumscription. Besides, the phase spaces arising from the relationship between in...

What are models good for? Taking a largely pedagogical view, the following essay discusses the semantics of measurement and the uses to which an observer can put knowledge of a process’s structure. To do this in as concrete a way as possible, it first reviews the reconstruction of probabilistic finite automata from time series of stochastic and chaotic processes. It investigates the convergence...

ECC conferences have been bringing together members of the worldwide scientific, medical and engineering communities who apply nonlinear dynamics to make discoveries and find new solutions to fundamental problems in many fields of experimental science and technology. For this year's meeting, we have gathered researchers working in the fields which founded experimental nonlinear dynamics, includ...

Physical systems can be characterized by several types of complexity measures which indicate the computational resources employed. With respect to these measures, several chaos classes may be distinguished. There exists a constructive approach to random physical motion which operates with computable initial values and deterministic evolution laws. For certain limits, these chaos classes render ...

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This paper presents a short survey of some recent approaches relating different areas: deterministic chaos and computability. Chaos, in classical physics, may be approached by dynamical (equationally determined) systems or stochastic ones (as random processes). Now, randomness has also been effectively modeled with recursion theoretic tools by P. Martin-Löf. We recall its connections to Kolmogo...

This contribution deals with the application of complexity measures as alternative cost functions for the control of a spatiotemporal deterministic chaos represented by coupled map lattices. Mean mutual information and mean information gain is applied, along with a common 1-norm based cost function. Optimization is done through the self-organizing migrating algorithm. Aim of this study is to se...

We present new measures of complexity and their application to event related potential data. The new measures base on structures of recurrence plots and makes the identification of chaos-chaos transitions possible. The application of these measures to data from single-trials of the Oddball experiment can identify laminar states therein. This offers a new way of analyzing event-related activity ...

This lecture defines formally the new concept of "edge of chaos" in a mathematically rigorous, explicit, and easily testable manner. The main result asserts that the edge of chaos is the Holy Grail that both Alan Turing and Stephen Smale had sought in vain. It is in fact the genesis of non-homogeneous spatial-temporal patterns and structures widely reported in complexity theory. 25.05.2012 Begi...