Лаборатория вычислительных задач геофизики

Численное моделирование сейсмических волновых полей в совмещенной модели вязкоупругой и пористой среде с диссипацией энергии

Сб. статей 8-й Междунар. науч.-техн. конф. "Аналитические и численные методы моделирования естественнонаучных и социальных проблем" (АЧМ-2013), посвящ. 70-летию Пензенского гос. ун-та, Пенза, 22–25 окт. 2013 г. С. 83–87.

Structural elements of some astroblemes indicating directions of cosmic body trajectories

New Concepts in Global Tectonics Newspaper. 2013. V. 1, N 3. P. 11–19. ISSN 2202-0039.

Negative gravity anomalies as the tails of astroblemes

New Concepts in Global Tectonics Newspaper. 2013. V. 1, N 2. P. 3–14.

The gravity trace of the falling cosmic bodies trajectories

Bull. of Novosibirsk Comput. Cent. Ser.: Math. Models in Geophys. 2013. N 16., P. 89–103.

The morphological elements of "Popigai" and other astroblemes as indicators of the cosmic bodies’ ballistic trajectory

Bull. of Novosibirsk Comput. Cent. Ser.: Math. Models in Geophys. 2013. N 16. P. 69–82.

Stability analysis of a continuation problem for the Helmholtz equation

Bull. of Novosibirsk Comput. Cent. Ser.: Math. Models in Geophys. 2013. N 16. P. 59–68.

A combined inverse tsunami problem

Bull. of Novosibirsk Comput. Cent. Ser.: Math. Models in Geophys. 2013. N 16. P. 45–58.

A numerical method for determining the amplitude of a wave edge in shallow water approximation

Appl. Comput. Math. 2013. V. 12, N 1. P. 91–96.

Conservation Laws for the twovelocity hydrodynamics equations with one pressure

Imomnazarov Kh. Kh., Korobov P. V., Zhabborov N. M. Conservation Laws for the twovelocity hydrodynamics equations with one pressure // Ibid. 2013. P. 35–44.

Regularization of an inverse dynamic problem for the equation of SH waves in a porous medium

Bull. Of the Novosibirsk Comput. Center. Ser.: Mathematical modeling in geophysics. 2013. №16. P. 19–34.

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Лаборатория вычислительных задач геофизики

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