Results 281 to 290 of about 170,832 (317)
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1999
With regard to the dynamics of games, a framework what we call "Dynamical Systems Game" model is presented, where the game itself can be affected and changed by the players' behaviors or states. Relation between the game dynamics and the evolution of strategies is discussed by applying this model. Computer experiments are carried out for a simple model,
Eizo Akiyama, Kunihiko Kaneko
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With regard to the dynamics of games, a framework what we call "Dynamical Systems Game" model is presented, where the game itself can be affected and changed by the players' behaviors or states. Relation between the game dynamics and the evolution of strategies is discussed by applying this model. Computer experiments are carried out for a simple model,
Eizo Akiyama, Kunihiko Kaneko
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The Dynamic And-Or Quorum System
2005We investigate issues related to the probe complexity of the And-Or quorum system and its implementation in a dynamic environment. Our contribution is twofold: We first analyze the algorithmic probe complexity of the And-Or quorum system, and present two optimal algorithms. The first is a non-adaptive algorithm with $O(\sqrt{n}log n)$ probe complexity,
Uri Nadav, Moni Naor
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Systems Dynamics in Endocytosis
Traffic, 2014AbstractThe endocytic system acts at the crossroads of different cellular activities to play a central role in the regulation of cell signaling and membrane dynamics. An European Molecular Biology Organization (EMBO) conference held in October 2013 in Villars‐sur‐Ollon gathered researchers from all over the world to present their latest findings on the
Fürthauer, Maximilian +1 more
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Dynamics of Nonholonomic Systems
Journal of Applied Mechanics, 1961A general method for obtaining the differential equations governing motions of a class of nonholonomic systems is presented. Several supplementary theorems are stated, and the use of the method is illustrated by means of two examples.
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Dynamics of Nonholonomic Systems
ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 1995AbstractThe present paper considers Hamel's equations of motion for nonholonomic systems in terms o] pseudo‐coordinates and gives an efficient method (for definiteness it is called Hamel's method) for obtaining the reaction forces. The group of the nonholonomic operators is defined and its group structural constants are given.
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COHOMOLOGY OF DYNAMICAL SYSTEMS
Mathematics of the USSR-Izvestiya, 1972In this paper criteria for the cohomological nullity of functions on phase spaces of various dynamical systems (U-systems, topological Markov chains, Smale systems) with coefficients in certain groups are formulated and proved, and applications of these criteria are studied.
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Mathematical Systems Theory, 1972
This paper is concerned with the problem of finding a universal dynamical system for all dynamical systems on separable metric spaces. Special care is given to exhibit a universal dynamical system which was used to motivate the definition of a dynamical system.
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This paper is concerned with the problem of finding a universal dynamical system for all dynamical systems on separable metric spaces. Special care is given to exhibit a universal dynamical system which was used to motivate the definition of a dynamical system.
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Dynamics of the Musculoskeletal System
Journal of Biomechanics, 1985In dealing with the dynamics of the human neuromusculoskeletal system it is soon realized that a subdivision into neural, muscular and skeletal system is only conceptually possible. Functionally, all three subsystems are interdependent and must be treated as such.
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Complex Syst., 1995
Summary: The dynamic system presented in this paper is derived from a deterministic game procedure based on a pack of playing cards and two players. We describe the game, give a generalization with its mathematical model, and show some properties of the related dynamic system.
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Summary: The dynamic system presented in this paper is derived from a deterministic game procedure based on a pack of playing cards and two players. We describe the game, give a generalization with its mathematical model, and show some properties of the related dynamic system.
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1994
The aim of this paper is to study fuzzy dynamic systems. The role of fuzzy sets in formation of a conceptual and computational platform for symbolic and numerical information processing is identified. We summarize essential properties of fuzzy partitions developed with the aid of families of fuzzy sets.
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The aim of this paper is to study fuzzy dynamic systems. The role of fuzzy sets in formation of a conceptual and computational platform for symbolic and numerical information processing is identified. We summarize essential properties of fuzzy partitions developed with the aid of families of fuzzy sets.
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