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Information Dynamics and Open Systems: Classical and Quantum Approach (Fundamental Theories of Physics)
 
 
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Information Dynamics and Open Systems: Classical and Quantum Approach (Fundamental Theories of Physics) [Hardcover]

Roman S. Ingarden (Author), A. Kossakowski (Author), M. Ohya (Author)

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Book Description

0792344731 978-0792344735 March 31, 1997 1st
This book aims to present an information-theoretical approach to thermodynamics and its generalisations. On the one hand, it generalises the concept of `information thermodynamics' to that of `information dynamics' in order to stress applications outside thermal phenomena. On the other hand, it is a synthesis of the dynamics of state change and the theory of complexity, which provide a common framework to treat both physical and nonphysical systems together. Both classical and quantum systems are discussed, and two appendices are included to explain principal definitions and some important aspects of the theory of Hilbert spaces and operator algebras. The concept of higher-order temperatures is explained and applied to biological and linguistic systems. The theory of open systems is presented in a new, much more general form. Audience: This volume is intended mainly for theoretical and mathematical physicists, but also for mathematicians, experimental physicists, physical chemists, theoretical biologists, communication engineers, and all those interested in entropy and open systems. It can also be recommended as a supplementary text.

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Inside This Book (learn more)
First Sentence:
Here we use the word "philosophy" in the sense physicists frequently do when speaking about philosophy of some theory, meaning its fundamental idea, a clue. Read the first page
Key Phrases - Statistically Improbable Phrases (SIPs): (learn more)
mutual entropy, logarithm sign, positive dynamical semigroup, weighted entropy, dynamical entropy, continuous entropy, dynamical semigroups, quantum entropy, modal view, quantum channel, information thermodynamics, relative entropy, quantum case, positive maps, compound state, capacity dimension, algorithmic information, detailed balance condition, dynamical change, trace class operators, density operators
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