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Information Physics Svitek Paperback Academic Press 9780323910118

£107.89

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Product Description

Information Physics

Physics-Information and Quantum Analogies for Complex Systems Modeling

Examines the application of physics and quantum theory approaches to complex systems modeling for a variety of clinical and research applications

Miroslav Svitek (Author)

9780323910118

Paperback / softback, published 14 June 2021

154 pages

23.5 x 19 x 1.1 cm, 0.34 kg

Information Physics: Physics-Information and Quantum Analogies for Complex Modeling presents a new theory of complex systems that uses analogy across various aspects of physics, including electronics, magnetic circuits and quantum mechanics. The book explains the quantum approach to system theory that can be understood as an extension of classical system models. The main idea is that in many complex systems there are incomplete pieces of overlapping information that must be strung together to find the most consistent model. This incomplete information can be understood as a set of non-exclusive observer result]

Information Physics Svitek Paperback Academic Press 9780323910118

Information Physics

Physics-Information and Quantum Analogies for Complex Systems Modeling

Examines the application of physics and quantum theory approaches to complex systems modeling for a variety of clinical and research applications

Miroslav Svitek (Author)

9780323910118

Paperback / softback, published 14 June 2021

154 pages

23.5 x 19 x 1.1 cm, 0.34 kg

Information Physics: Physics-Information and Quantum Analogies for Complex Modeling presents a new theory of complex systems that uses analogy across various aspects of physics, including electronics, magnetic circuits and quantum mechanics. The book explains the quantum approach to system theory that can be understood as an extension of classical system models. The main idea is that in many complex systems there are incomplete pieces of overlapping information that must be strung together to find the most consistent model. This incomplete information can be understood as a set of non-exclusive observer result]

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