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Titlebook: Control Theory in Physics and other Fields of Science; Concepts, Tools, and Michael Schulz Book 2006 Springer-Verlag Berlin Heidelberg 2006

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楼主: 天真无邪
发表于 2025-3-23 11:25:59 | 显示全部楼层
Die Kaufmacht als normativer Begriffction between the measurable relevant quantities and the nonobservable, but always present irrelevant degrees of freedom determines which control concept is appropriate. In case of no irrelevant variables, we expect to deal with a deterministic system.
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Game Theory,ction between the measurable relevant quantities and the nonobservable, but always present irrelevant degrees of freedom determines which control concept is appropriate. In case of no irrelevant variables, we expect to deal with a deterministic system.
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0081-3869 s book is developing a synergetic connection between theoretical concepts and real applications. This book is a modern introduction and a helpful tool for researchers as well as for graduate students interested in econophysics and related topics..978-3-540-32417-1Series ISSN 0081-3869 Series E-ISSN 1615-0430
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https://doi.org/10.1007/978-3-658-07144-8tain essential features of control theoretical concepts. This appraisal also applies to physics, although especially in this case many subdisciplines, for example, mechanics or statistical physics, are strongly related to several ideas of control theory.
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Betriebswirtschaftliche Verrechnungspreise,x systems at microscopic scales. This description should fulfill two conditions. On the one hand, the approach should consider the apparent unpredictability of the chaotic motion of many-body systems, and on the other hand, it should be a starting point for establishing relations between various relevant quantities at the macroscopic level.
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Deterministic Control Theory,ry is close to the language of classical mechanics. The deterministic control theory requires that the dynamics of the system under control is completely defined by well-defined equations of motion and accurate initial conditions. Although the theoretical description is not influenced by the degree
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Control of Fields,is well known that essential aspects of the classical mechanics can be translated into the language of field theory. Especially, there exist equivalent relations between the canonical formalism of the field theory and of the classical mechanics with respect to the Hamilton principle and the Euler–La
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