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JOURNALS // University proceedings. Volga region. Physical and mathematical sciences

University proceedings. Volga region. Physical and mathematical sciences, 2011, Issue 1, Pages 40–46 (Mi ivpnz553)

Mathematical model of the movement of the solid core of the Earth
S. I. Isayeva, V. V. Shaidurov

References

1. X. Song, P. G. Richard, “Seismological evidence for differential rotation of the Earth's inner core”, Nature, 382 (1996), 221–224  crossref
2. N. L. Dobretsov, A. G. Kirdyashkin, A. A. Kirdyashkin, Glubinnaya geodinamika, Izd-vo SO RAN. Filial «GEO», Novosibirsk, 2001
3. S. L. Pasynok, “O polyarnykh kolebaniyakh vnutrennego yadra Zemli v pole sil tyazhesti i gidrostaticheskogo davleniya”, Trudy GAISh, LXV (1996), 130–135, MGU : GAISh, M.
4. Yu. M. Grigorev, O. E. Skryabina, “O vliyanii prilivnykh deformatsii na vraschenie vnutrennego yadra Zemli”, Tezisy dokladov, Novosibirsk, 2009, 56–67
5. Yu. V. Barkin, “K dinamike tverdogo yadra Zemli”, Trudy GAISh, LXV (1996), 136–145, MGU : GAISh, M.
6. R. H. Merson, “An operational methods for integration processes”, Proc. of Symp. on Data Processing. Weapons Research Establishment, Salisbury, Australia, 1957
7. E. A. Novikov, Yavnye metody dlya zhestkikh sistem, Nauka, Novosibirsk, 1997, 197 pp.
8. G. V. Demidov, E. A. Novikov, “Ob odnom sposobe kontrolya tochnosti pri integrirovaniya obyknovennykh differentsialnykh uravnenii”, Teoreticheskaya elektronika, 1984, no. 37, 57–65
9. Yozo Hida, Xiaoye S. Li, David H. Bailey, “Quad-double arithmetic: Algorithms, implementation, and application”, Technical Report LBNL-46996 (Lawrence Berkeley National Laboratory, Berkeley, CA 94720, October 2000), Berkeley, 2000  zmath


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