1. DSpace at Saint Petersburg State University

Просмотр собрания по группе - Авторы Basov, Vladimir V.

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Результаты 1 по 11 из 11
Предварительный просмотрДата выпускаНазваниеАвтор(ы)
мар-2021Generalized normal forms of the systems of ordinary differential equations with a quasi-homogeneous polynomial (αx21 + x2, x1x2) in the unperturbed partBasov, Vladimir V.; Zefirov, Artem V.
сен-2019Invariant surfaces of periodic systems with conservative cubic first approximationBasov, Vladimir V.; Zhukov, Artem S.
дек-2020On the Cauchy problem with an initial point lying on the boundary of ordinary differential equation’s domain of definitionBasov, Vladimir V.; Iljin, Yurii A.
июн-2020On the existence of a solution of the boundary initialvalue problemBasov, Vladimir V.; Iljin, Yuriy A.
июн-2020On the stability of “nonlinear center” under quasiperiodic perturbationsBasov, Vladimir V.; Bibikov, Yuri N.
июн-2016Two-dimensional homogeneous cubic systems: classification and normal forms — IBasov, Vladimir V.
сен-2016Two-dimensional homogeneous cubic systems: classification and normal forms — IIBasov, Vladimir V.
июн-2017Two-dimensional homogeneous cubic systems: classification and normal forms — IIIBasov, Vladimir V.; Chermnykh, Aleksander S.
сен-2017Two-dimensional homogeneous cubic systems: classification and normal forms — IVBasov, Vladimir V.; Chermnykh, Aleksander S.
сен-2020Two-dimensional homogeneous cubic systems: Classification and normal forms — VIBasov, Vladimir V.; Chermnykh, Aleksandr S.
дек-2018Two-dimensional homogeneous cubic systems: classification and normal forms—VBasov, Vladimir V.; Chermnykh, Aleksandr S.
Результаты 1 по 11 из 11