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Petrovskii Conference (24-th meeting) "Differential Equations and Related Topics"
December 30, 2021, Moscow, MSU
 


Тензорные инварианты диссипативных систем на касательном расслоении двумерного многообразия

M. V. Shamolin

Lomonosov Moscow State University
Supplementary materials:
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Supplementary materials: abstract.pdf (70.4 Kb)

References
  1. Poincaré H., Calcul des probabilités, Gauthier–Villars, Paris, 1912, 340 pp.
  2. Kolmogorov A. N., “O dinamicheskikh sistemakh s integralnym invariantom na tore”, Doklady AN SSSR, 93:5 (1953), 763–766
  3. Kozlov V. V., “Tenzornye invarianty i integrirovanie differentsialnykh uravnenii”, Uspekhi matem. nauk, 74:1(445) (2019), 117–148  mathnet
  4. Shamolin M. V., “Ob integriruemosti v transtsendentnykh funktsiyakh”, 53, no. 3, 1998, 209–210
  5. Shamolin M. V., “Novye sluchai odnorodnykh integriruemykh sistem s dissipatsiei na kasatelnom rassloenii dvumernogo mnogoobraziya”, Doklady RAN. Matematika, informatika, protsessy upravleniya, 494:1 (2020), 105–111
  6. Shamolin M. V., “Novye sluchai integriruemykh sistem nechetnogo poryadka s dissipatsiei”, Doklady RAN. Matematika, informatika, protsessy upravleniya, 491:1 (2020), 95–101
  7. Shamolin M. V., “Novyi sluchai integriruemosti v prostranstvennoi dinamike tverdogo tela, vzaimodeistvuyuschego so sredoi, pri uchete lineinogo dempfirovaniya”, Doklady RAN, 442:4 (2012), 479–481
 
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