PERSONALIZED HISTORICO-SCIENTIFIC RECONSTRUCTION: THE CASE OF PAUL AND TATYANA EHRENFEST’S ARTICLE OF 1911
Table of contents
Share
Metrics
PERSONALIZED HISTORICO-SCIENTIFIC RECONSTRUCTION: THE CASE OF PAUL AND TATYANA EHRENFEST’S ARTICLE OF 1911
Annotation
PII
S0205-96060000616-4-1
Publication type
Article
Status
Published
Pages
19-44
Abstract
Date of publication
01.10.2014
Number of purchasers
0
Views
356
Readers community rating
0.0 (0 votes)
Cite Download pdf

To download PDF you should sign in

1

References



Additional sources and materials

1. Ginzburg V. L. Kak razvivaetsya nauka? Zamechaniya po povodu knigi T. Kuna «Struktura nauchnykh revolyutsij» // Priroda. 1976. № 6. S. 73-74. 
2. Vizgin Vl. P. Problema istiny v istoriko-nauchnykh issledovaniyakh // VIET. 2007. № 1. S. 16-17.
3. Kuznetsova N. I. Nauka v ee istorii. M., 1982. S. 84.
4. Ehrenfest, P., Ehrenfest, T. Begriffliche Grundlagen der statistischen Auffassung in der Mechanik // Enzyklopadie der mathematischen Wissenschaften. Leipzig, 1911. Bd. 4. Teil 2. H. 6. S. 32131. Angl. per.: Ehrenfest P., Ehrenfest T. The Conceptual Foundation of the Statistical Approach in Mechanics. Ithaca, 1959. Rus. per.: Ehrenfest P., Ehrenfest T. Printsipial'nye osnovy statisticheskogo podkhoda v mekhanike // Puankare A., Ehrenfesty P. i T., Nejman Dzh. fon. Raboty po statisticheskoj mekhanike. M., 2011. S. 43-131.
5. Khajtun S.D. Mekhanika i neobratimost'. M., 1996.
6. Khajtun S. D. Mesto sinergetiki v strukture fizicheskogo znaniya // Issledovaniya po istorii fiziki i mekhaniki. 1995-1997. M., 1999. S. 236-267
7. Khajtun S. D. Ot ehrgodicheskoj gipotezy k fraktal'noj kartine mira: rozhdenie i osmyslenie novoj paradigmy. M., 2007. Razd. 3.5.1.
8. Salmon, J. Equations cinetiques et forces dissipatives // Annales de l'Institut Henri Poincare. Section A. 1982. Vol. 37. P. 271-294.
9. Gibbs, J. W. Elementary Principles in Statistical Mechanics, Developed with Especial Reference to the Rational Foundations of Thermodynamics. New York, 1902 (rus. per.: Gibbs Dzh. V. Termodinamika. Statisticheskaya mekhanika. M., 1982. S. 350-508).
10. Gibbs, J. W. On the Fundamental Formula of Statistical Mechanics with Application to Astronomy and Thermodynamics // Proceedings of the American Association for the Advancement of Science. 1884. Vol. 33. P. 57-58.
11. Gibbs. Termodinamika. Statisticheskaya mekhanika. S. 350.
12. Zermelo, E. Uber mechanische Erklarungen irreversibler Vorgange // Annalen der Physik und Chemie. Folge 3. 1896. Bd. 59. S. 793-801 (rus. per.: Bol'tsman L. Izbrannye trudy. M., 1984. S. 452-458).
13. Bol'tsman. Izbrannye trudy. S. 454.
14. Blatt, J. M. An Alternative Approach to the Ergodic Problem // Progress of Theoretical Physics. 1959. Vol. 22. Iss. 6. P. 745-756
15. Khaken G. Sinergetika. M., 1980; Prigozhin I. Ot suschestvuyuschego k voznikayuschemu. M., 1985. S. 33
16. Coveney, P V The Second Law of Thermodynamics: Entropy, Irreversibility and Dynamics // Nature. 1988. Vol. 333. P. 409-415).
17. Gibbs. Termodinamika. Statisticheskaya mekhanika. S. 459.
18. Ehrenfest, Ehrenfest. Printsipial'nye osnovy. S. 102, 104.
19. Boltzmann, L. Einige allgemeine Satze uber Warmegleichgewicht // Sitzungsberichte der mathematisch-naturwissenschaftlichen Classe der Kaiserlichen Akademie der Wissenschaften. 1871. Bd. 63. Abteilung 2. S. 679-711 (rus. per.: Bol'tsman. Izbrannye trudy.. S. 100-125).
20. Maxwell, J. C. On Boltzmann's Theorem on Average Distribution of Energy in a System of Material Points // Transactions of the Cambridge Philosophical Society. 1879. Vol. 12. P. 547-570 (to zhe samoe: Maxwell, J. C. Scientific Papers. New York, 1890. Vol. 2. P. 713-741; Maxwell, J. C. Scientific Papers. Paris, 1927. P. 713-741; rus. per.: Maksvell Dzh. K. Po povodu teoremy Bol'tsmana o normal'nom raspredelenii ehnergii v sisteme material'nykh tochek // Maksvell Dzh. K. Trudy po kineticheskoj teorii. M., 2011. S. 321-351).
21. Balesku R. Ravnovesnaya i neravnovesnaya statisticheskaya mekhanika. M., 1978. T. 1. S. 171.
22. Kolmogorov A. N. O sokhranenii uslovno-periodicheskikh dvizhenij pri malom vozmuschenii funktsii Gamil'tona // Doklady AN SSSR. 1954. T. 98. S. 527-530. V ehtoj stat'e byla sformulirovana KAM-teorema.
23. Boltzmann, L. Studien uber das Gleichgewicht der lebendige Kraft zwischen bewegten materiellen Punkten // Sitzungsberichte der mathematisch-naturwissenschaftlichen Classe der Kaiserlichen Akademie der Wissenschaften. 1868. Abteilung 2. Bd. 58. S. 517-560 (rus. per.: Bol'tsman. Izbrannye trudy.. S. 30-66).
24. Brush, S. G. Foundations of Statistical Mechanics 1845-1915 // Archive for History of Exact Sciences. 1967. Vol. 4. P. 169.
25. Brush, S. G. Statistical Physics and the Atomic Theory of Matter from Boyle and Newton to Landau and Onsager. Princeton (N. J.), 1983. P. 67.
26. Vdovichenko N. V. Razvitie fundamental'nykh printsipov statisticheskoj fiziki v pervoj polovine XX v. M, 1986. S. 35.
27. Brush. Foundations of Statistical Mechanics. P. 169
28. Brush. The Kind of Motion. P. 364
29. Chajkovskij Yu. V. Ehlementy ehvolyutsionnoj diatropiki. M., 1990

Comments

No posts found

Write a review
Translate