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The Logic of Thermostatistical Physics

'Physics and Astronomy Online Library'. 2002. 2002. 19 Abbildungen. Book.
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This book is devoted to a thorough analysis of the role that models play in the practise of physical theory. The authors, a mathematical physicist and a philosopher of science, appeal to the logicians' notion of model theory as well as to the concept... weiterlesen
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Produktdetails
Titel: The Logic of Thermostatistical Physics
Autor/en: Gerard G. Emch, Chuang Liu

ISBN: 3540413790
EAN: 9783540413790
'Physics and Astronomy Online Library'.
2002. 2002.
19 Abbildungen.
Book.
Springer-Verlag GmbH

30. November 2001 - gebunden - XIV

Beschreibung

This book is devoted to a thorough analysis of the role that models play in the practise of physical theory. The authors, a mathematical physicist and a philosopher of science, appeal to the logicians' notion of model theory as well as to the concepts of physicists.

Inhaltsverzeichnis

1. Theories and Models: a Philosophical Overview.- 2. Thermostatics.- 3. Kinetic Theory of Gases.- 4. Classical Probability.- 5. Modern Probability: Syntax and Models.- 6. Modern Probability: Competing Semantics.- 7. Setting-up the Ergodic Problem.- 8. Models and Ergodic Hierarchy.- 9. Ergodicity vs. Integrability.- 10. The Gibbs Canonical Ensembles.- 11. Phase Transitions: van der Waals to Lenz.- 12. Ising and Related Models.- 13. Scaling and Renormalization.- 14. Quantum Models for Phase Transitions.- 15. Approach to Equilibrium in Quantum Mechanics.- 16. The Philosophical Horizon.-
A. Appendix: Models in Mathematical Logic.-
A.1 Syntax.-
A.2 Semantics.-
B. Appendix: The Calculus of Differentials.-
B.1 Green's Theorem.-
B.2 Stokes' and Gauss' Theorems.-
B.3 Higher Differentials.-
C. Appendix: Recursive Functions.-
D. Appendix: Topological Essences.-
D.1 Basic Definitions.-
D.2 Examples from Functional Analysis.-
D.3 Separability and Compactness.-
D.4 The Baire Essentials.-
E. Appendix: Models vs. Models.-
E.1 Models in Wigner's Writings and in the Third Wigner Symposium.-
E.2 A Search for Precedents.-
E.3 The Case.-
E.4 Closing Statements.- References.- Citation Index.

Pressestimmen

From the reviews of the first edition: "Gibbs introduced one century ago an axiomatic approach to statistical mechanics. The a posteriori remarkable success of the Gibbsian formalism is, however, even today in sharp contrast to our lack of understanding of its mechanical foundation. The book The Logic of Thermostatiscal Physics puts into perspective this contrast for classical mechanical systems and for their quantum mechanical counterparts. [...] The book deals with many aspects of not only the logical but also the physical foundation of thermostatistics. Tracing the history of its development makes it a pleasure to read." (Mathematical Reviews 2003g) "[This] clearly written book contains interesting historical remarks and shows the philosophy behind thermo-statistics. The extraordinarily detailed list of references and its far-reaching range makes the book valuable for mathematicians, physicists and philosophers of science in research and teaching. Its representation may stimulate further philosophical investigations." (Zentralblatt MATH 2004, vol. 1033, page 571) "This book is a tremendously erudite and comprehensive resource in foundations of statistical mechanics. It is also a significant contribution to the philosophical discussion of models and theories. Philosophers will value the applications of the semantic view of the theories to a wide range of cases in physics. ... For those doing research in foundations of statistical physics, having this wealth of information in one place will prove invaluable." (Craig Callender, Studies in History and Philosophy of Modern Physics, Vol. 35, 2004) "In this book a mathematical physicist and a philosopher report on their professional struggle with the foundational problems of thermodynamics and statistical mechanics. ... It is an excellent historical and technical introduction to the BCS theory of superconductivity, and to more recent work on mean field models of dilute gas BEC." (C. Savage, The Physicist, Vol. 39 (3), 2002)

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