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complex systems
Fractal theory, used to study natural figures and images with self-similarity but without characteristic lengths, offers an effective tool to investigate quantitatively the complex systems such as soil.
      
For example, simple systems were more stable than complex systems in theoretical studies, and higher productivity was observed in human-made ecosystems with poorer species composition, etc.
      
Emergence Computation has become a hot topic in the research of complex systems in recent years.
      
Effective Strategies of Forming Scenarios of the Behavior of Complex Systems in the ACSES's
      
A method and its mathematical apparatus for formal graphic description and analysis of different complex systems are described.
      
The Third International Conference Complex Systems: Control and Modeling Problems, September 3-10, 2001, Samara, Russia
      
Sufficient conditions for the asymptotic stability of certain classes of complex systems in nonlinear approximation are formulated.
      
Identification of the Logical-and-Probabilistic Risk Models of Structurally Complex Systems with Groups of Inconsistent Events
      
The theory of identification of the logical-and-probabilistic risk models of structurally complex systems with groups of inconsistent events was presented.
      
International Workshop "Modeling and Analysis of Safety, Risk, and Quality in Complex Systems" (MA SRQ 2001)
      
Fractals in Estimation of Evolution of Complex Systems
      
A possibility of using the fractal geometry to study the development of complex systems was substantiated.
      
The Principles of Calculus of Behavior Scenarios of Complex Systems in the ECS
      
Modeling and Analysis of Safety and Risk in Complex Systems
      
Concept of the Risk Evaluation Possibilities in Complex Systems
      
Developing the Methods of Reliability Estimation for Structurally Complex Systems of Multistate Elements
      
Techno-Economic Risk in Designing Complex Systems: Algorithms for Analysis and Optimization
      
Logical-Probabilistic Calculus: A Tool for Studying the Reliability and Safety of Structurally Complex Systems
      
It is useful in predesign analysis of complex systems.
      
Application of the majority connectedness carrier for computing the reliability of complex systems
      
 

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