Nikolai Efimovich Zernov and the First Defense of Doctoral Dissertation in Math-ematics in Russia

Nikolai Efimovich Zernov and the First Defense of Doctoral Dissertation in Math-ematics in Russia

- Volume 39 4
- Nikolai Efimovich Zernov and the First Defense of Doctoral Dissertation in Math-ematics in Russia
- Olga Savvina; Roman Melnikov; Vladimir Shcherbatykh

1. Antropova, V. I. (1972) Uravneniia v chastnykh proizvodnykh [Partial Differential Equations], in: Iushkevich, A. P. (ed.) Istoriia matematiki s drevneishikh vremen do nachala XIX stoletiia [History of Mathematics from the Ancient Times to the Early 19th Century]. Moskva: Nauka, vol. 3, pp. 409–451.

2. Demidov, S. S. (1973) K istorii teorii differentsial’nykh uravnenii s chastnymi proizvodnymi [Towards the History of the Theory of Partial Differential Equations], in: Istoriko-matematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 18, pp. 181–202.

3. Demidov, S. S. (1976) O poniatii resheniia differentsial’nykh uravnenii s chastnymi proizvodnymi v spore o kolebanii struny v XVIII veke [On the Concept of Solution of Partial Differential Equations in the 18th Century Dispute over the Vibrating String], in: Istoriko-matematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 21, pp. 158–182.

4. Demidov, S. S. (1980) Razvitie issledovanii po uravneniiam s chastnymi proizvodnymi pervogo poriadka v XVIII–XIX vv. [Development of the Studies on First-Order Partial Differential Equations in the 18th and 19th Century], in: Istoriko-matematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 25, pp. 71–103.

5. Grattan-Guinnes, I. (1990) Convolutions in French Mathematics, 1800–1840: From the Calculus and Mechanics to Mathematical Analysis and Mathematical Physics. In 3 vols. Basel, Boston, and Berlin: Birkhäuser.

6. Iushkevich, A. P. (1950) Istoricheskii ocherk [A Historical Essay], in: Stepanov, V. V. Kurs differentsial’nykh uravnenii. 5-e izd. [A Course in Differential Equations. 5th ed.]. Moskva: Gostekhizdat, pp. 428–458.

7. Iushkevich, A. P. (1965) O neopublikovannykh rannikh rabotakh M. V. Ostrogradskogo [On the Unpublished Early Works by M. V. Ostrogradsky], in: Istoriko-matematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 16, pp. 11–48.

8. Iushkevich, A. P. (1968) Istoriia matematiki v Rossii do 1917 goda [History of Mathematics in Russia before 1917]. Moskva: Fizmatgiz.

9. Liubimov, N. A. (1864) Vospominaniia o N. E. Zernove. Rech’ 12 ianvaria 1864 g [The Recollections of N. E. Zernov. The Speech on January 12, 1864]. Moskva: Tipografiia Imperatorskogo Moskovskogo universiteta.

10. Lützen, J. (1982) The Prehistory of the Theory of Distributions. Berlin, Heidelberg, and New York: Springer.

11. Obshchii ustav imperatorskikh rossiiskikh universitetov [General Charter of the Imperial Russian Universities] (1875), in: Sbornik postanovlenii po Ministerstvu narodnogo prosveshcheniia. 2-e izd. [Collected Ordinances of the Ministry of Public Education. 2nd ed.]. Sankt-Peterburg: Tipografiia V. S. Balasheva, vol. 2, col. 969–995.

12. Petrova, S. S. (1965) Printsip Dirikhle v rabotakh Rimana [The Dirichlet Principle in B. Riemann’s Works], in: Istoriko-matematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 16, pp. 295–310.

13. Petrova, S. S. (1985) O. Khevisaid i razvitie simvolicheskogo ischisleniia [O. Heaviside and the Development of the Symbolic Calculus], in: Istoriko-matematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 28, pp. 98–122.

14. Shraer, M. G. (1973) Metody A. Puankare v teorii potentsiala [A. Poincaré’s Methods in Potential Theory], in: Istoriko-matematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 18, pp. 203–217.

15. Simonov, N. I. (1954) O nauchnom nasledii L. Eilera v oblasti differentsial’nykh uravnenii [On L. Euler’s Scientific Heritage in the Field of Differential Equations], in: Istoriko-matematicheskie issledovaniia. Moskva: GITTL, iss. 7, pp. 513–595.

16. Simonov, N. I. (1974) O giperbolicheskikh differentsial’nykh uravneniiakh u L. Eilera i O. Koshi [On Hyperbolic Differential Equations in the Works by L. Euler and O. Cauchy], in: Istorikomatematicheskie issledovaniia [Studies on the History of Mathematics]. Moskva: Nauka, iss. 19, pp. 132–190.

17. Sologub, V. S. (1975) Razvitie teorii ellipticheskhih uravnenii v 18 i 19 stoletiiakh [Development of the Theory of Elliptic Equations in the 18th and 19th Century]. Kiev: Naukova dumka.

18. Zernov, N. E. (1837) Rassuzhdenie ob integratsii uravnenii s chastnymi differentsialami [A Treatise on the Integration of Equations with Partial Differentials]. Moskva: Universitetskaia tipografiia.

19. Zernov, V. D. (2005) Zapiski russkogo intelligenta [The Notes of a Russian Intellectual]. Moskva: Indrik.

ISSN: 0205-9606

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