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Statistical Theory of Open Systems: Volume 1: A Unified Approach to Kinetic Description of Processes in Active Systems - Yu.L. Klimontovich
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ISBN: 9780792332428

ID: 9780792332428

This monograph gives a systematic presentation of ideas, methods and results of the modern statistical theory of open systems - systems capable of exchanging matter, energy and information with the surrounding world. The resulting self-organization can lead to more sophisticated and advanced structures. Central to this work are the statistical criteria of self-organization. The feasibility of a unified description of kinetic, hydrodynamic and diffusion processes in passive and This monograph gives a systematic presentation of ideas, methods and results of the modern statistical theory of open systems - systems capable of exchanging matter, energy and information with the surrounding world. The resulting self-organization can lead to more sophisticated and advanced structures. Central to this work are the statistical criteria of self-organization. The feasibility of a unified description of kinetic, hydrodynamic and diffusion processes in passive and active macroscopic systems without resorting to the methods of perturbation theory is demonstrated. On this basis, a general definition of thermal flux is given in terms of the entropy gradient. Moreover, a consistent method for calculating both kinetic and hydrodynamic fluctuations is proposed. This approach is then used to construct a theory of classical and anomalous Brownian motion in nonlinear media. This theory makes it possible to treat in an original way the phenomenon of turbulence, and to propose a unified kinetic description of laminar and turbulent motion. The proposed methods are also applied to the statistical description of quantum macroscopic open systems. This provides answers as to whether or not the quantum mechanical description is complete, and whether or not there are hidden parameters in quantum mechanics. The book has no analogy in the existing literature. It is both a monograph and a textbook, and is based largely on the author's original research. The book will be useful to postgraduate students and researchers in chemistry, physics, mathematics, economics, sociology, and engineering. Textbooks New, Books~~Mathematics~~Probability & Statistics~~General, Statistical-Theory-of-Open-Systems~~YuL-Klimontovich, 999999999, Statistical Theory of Open Systems: Volume 1: A Unified Approach to Kinetic Description of Processes in Active Systems, Yu.L. Klimontovich, 0792332423, Springer Netherlands, , , , , Springer Netherlands

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ID: 978079233242

This monograph gives a systematic presentation of ideas, methods and results of the modern statistical theory of open systems -- systems capable of exchanging matter, energy and information with the surrounding world. The resulting self-organization can lead to more sophisticated and advanced structures. Central to this work are the statistical criteria of self-organization. The feasibility of a unified description of kinetic, hydrodynamic and diffusion processes in passive and active macroscopic systems without resorting to the methods of perturbation theory is demonstrated. On this basis, a general definition of thermal flux is given in terms of the entropy gradient. Moreover, a consistent method for calculating both kinetic and hydrodynamic fluctuations is proposed. This approach is then used to construct a theory of classical and anomalous Brownian motion in nonlinear media. This theory makes it possible to treat in an original way the phenomenon of turbulence, and to propose a unified kinetic description of laminar and turbulent motion. The proposed methods are also applied to the statistical description of quantum macroscopic open systems. This provides answers as to whether or not the quantum mechanical description is complete, and whether or not there are hidden parameters in quantum mechanics. The book has no analogy in the existing literature. It is both a monograph and a textbook, and is based largely on the author''s original research. The book will be useful to postgraduate students and researchers in chemistry, physics, mathematics, economics, sociology, and engineering. Yu.L. Klimontovich, Books, Science and Nature, Statistical Theory of Open Systems: Volume 1: A Unified Approach to Kinetic Description of Processes in Active Systems Books>Science and Nature, Springer

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Statistical Theory of Open Systems: Volume 1: A Unified Approach to Kinetic Description of Processes in Active Systems: Unified Approach to Kinetic ... v. 1 (Fundamental Theories of Physics) - Yu.L. Klimontovich
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ISBN: 0792332423

[SR: 3538695], Paperback, [EAN: 9780792332428], Springer, Springer, Book, [PU: Springer], Springer, 922390, Engineering Physics, 278115, Engineering & Technology, 57, Science & Nature, 1025612, Subjects, 266239, Books, 278233, Materials Science, 278229, Mechanical & Materials Engineering, 278115, Engineering & Technology, 57, Science & Nature, 1025612, Subjects, 266239, Books, 10790391, General, 57, Science & Nature, 1025612, Subjects, 266239, Books, 278385, Probability & Statistics, 278320, Mathematics, 57, Science & Nature, 1025612, Subjects, 266239, Books, 278444, Condensed Matter, 278443, States of Matter, 278409, Physics, 57, Science & Nature, 1025612, Subjects, 266239, Books, 125322031, General AAS, 278409, Physics, 57, Science & Nature, 1025612, Subjects, 266239, Books, 125328031, General AAS, 922952, Physics, 922868, Popular Science, 57, Science & Nature, 1025612, Subjects, 266239, Books, 125228031, General AAS, 57, Science & Nature, 1025612, Subjects, 266239, Books, 564334, Scientific, Technical & Medical, 564336, Agriculture & Farming, 564338, Astronomy & Cosmology, 564340, Biology, 564342, Chemistry, 564344, Earth Sciences, 564346, Engineering, 570820, Environment, 564350, Geology, 564352, Mathematics, 564356, Medicine & Nursing, 564354, Physics, 564348, Research & Development, 564358, Veterinary Science, 125359031, General AAS, 1025612, Subjects, 266239, Books, 400530011, English, 400529011, Language (feature_browse-bin), 365481011, Refinements, 266239, Books, 492564011, Paperback, 492562011, Format (binding_browse-bin), 365481011, Refinements, 266239, Books, 182018031, Regular Size, 182016031, Font Size (format_browse-bin), 365481011, Refinements, 266239, Books

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[ED: Softcover], [PU: Springer Netherlands], This monograph gives a systematic presentation of ideas, methods and results of the modern statistical theory of open systems -- systems capable of exchanging matter, energy and information with the surrounding world. The resulting self-organization can lead to more sophisticated and advanced structures. Central to this work are the statistical criteria of self-organization. The feasibility of a unified description of kinetic, hydrodynamic and diffusion processes in passive and active macroscopic systems without resorting to the methods of perturbation theory is demonstrated. On this basis, a general definition of thermal flux is given in terms of the entropy gradient. Moreover, a consistent method for calculating both kinetic and hydrodynamic fluctuations is proposed. This approach is then used to construct a theory of classical and anomalous Brownian motion in nonlinear media. This theory makes it possible to treat in an original way the phenomenon of turbulence, and to propose a unified kinetic description of laminar and turbulent motion. The proposed methods are also applied to the statistical description of quantum macroscopic open systems. This provides answers as to whether or not the quantum mechanical description is complete, and whether or not there are hidden parameters in quantum mechanics. The book has no analogy in the existing literature. It is both a monograph and a textbook, and is based largely on the author's original research. The book will be useful to postgraduate students and researchers in chemistry, physics, mathematics, economics, sociology, and engineering.XVI, 570 S. 240 mmVersandfertig in 3-5 Tagen, [SC: 0.00]

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Statistical Theory of Open Systems
Autor:

Klimontovich, Yu. L.

Titel:

Statistical Theory of Open Systems

ISBN-Nummer:

0792332423

This monograph gives a systematic presentation of ideas, methods and results of the modern statistical theory of open systems -- systems capable of exchanging matter, energy and information with the surrounding world. The resulting self-organization can lead to more sophisticated and advanced structures. Central to this work are the statistical criteria of self-organization. The feasibility of a unified description of kinetic, hydrodynamic and diffusion processes in passive and active macroscopic systems without resorting to the methods of perturbation theory is demonstrated. On this basis, a general definition of thermal flux is given in terms of the entropy gradient. Moreover, a consistent method for calculating both kinetic and hydrodynamic fluctuations is proposed. This approach is then used to construct a theory of classical and anomalous Brownian motion in nonlinear media. This theory makes it possible to treat in an original way the phenomenon of turbulence, and to propose a unified kinetic description of laminar and turbulent motion. The proposed methods are also applied to the statistical description of quantum macroscopic open systems. This provides answers as to whether or not the quantum mechanical description is complete, and whether or not there are hidden parameters in quantum mechanics. The book has no analogy in the existing literature. It is both a monograph and a textbook, and is based largely on the author's original research. The book will be useful to postgraduate students and researchers in chemistry, physics, mathematics, economics, sociology, and engineering.

Detailangaben zum Buch - Statistical Theory of Open Systems


EAN (ISBN-13): 9780792332428
ISBN (ISBN-10): 0792332423
Taschenbuch
Erscheinungsjahr: 1994
Herausgeber: Springer-Verlag GmbH
594 Seiten
Gewicht: 0,869 kg
Sprache: eng/Englisch

Buch in der Datenbank seit 23.04.2007 18:36:59
Buch zuletzt gefunden am 19.10.2016 17:41:31
ISBN/EAN: 0792332423

ISBN - alternative Schreibweisen:
0-7923-3242-3, 978-0-7923-3242-8

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