A. I. Allilueva
МФТИ
- Advanced Mathematical Physics Problems
- Quantum chaos and dynamical systems
- Differential Equations and Numerical Methods
- Advanced Mathematical Modeling in Engineering
- Nonlinear Waves and Solitons
Чем занимается
Ключевые темы по публикациям: Advanced Mathematical Physics Problems; Quantum chaos and dynamical systems; Differential Equations and Numerical Methods; Advanced Mathematical Modeling in Engineering; Nonlinear Waves and Solitons.
Последние работы
Все 34 в OpenAlexLocalized asymptotic solutions of the wave equation with variable velocity on the simplest graphs2017 · аннотациясвернуть
The asymptotic behavior of the Cauchy problem for the wave equation with variable velocity and localized initial conditions on the line, semi-axis, and an infinite starlike graph is described. The solution consists of a…
New representations of the Maslov canonical operator and localized asymptotic solutions for strictly hyperbolic systems2015 · аннотациясвернуть
A procedure for constructing asymptotic solutions of strictly hyperbolic systems of partial differential equations is described in general terms. On the basis of the obtained results, an asymptotic solution of a…
Asymptotic solutions of linearized Navier–Stokes equations localized in small neighborhoods of curves and surfaces2015 · аннотациясвернуть
In the paper, the asymptotic behavior of solutions of the Cauchy problem is described for the linearized Navier–Stokes equation with the initial condition localized in a neighborhood of a curve or a two-dimensional…
- Reflection and Refraction of Lagrangian Manifolds Corresponding to Short-Wave Solutions of the Wave Equation with an Abruptly Varying Velocity2021
- Delta-Type Solutions for the Non-Hermitian System of Induction Equations2014
- Short-Wave Asymptotic Solutions of the Wave Equation with Localized Velocity Perturbations Whose Wavelength is not Comparable to the Scale of the Localized Inhomogeneity.2025
- Short-Wave Solutions of the Wave Equation with Localized Velocity Perturbations Whose Wavelength Is Not Comparable to the Scale of Localized Inhomogeneity. One-Dimensional Case2025
- Quasi-Classical Asymptotics Describing the Electron-Hole Interaction and the Klein Effect for the (2+1)-Dirac Equation in Abruptly Varying Fields2024
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Здравствуйте, A. I. Allilueva! Я студент(ка) [курс, факультет, вуз]. Мне интересна тема [опишите интересы своими словами]. Прочитал(а) вашу работу «Localized asymptotic solutions of the wave equation with variable velocity on the simplest graphs» (2017) — она близка к тому, чем я хочу заниматься. Хочу обсудить возможность выполнить научную работу под вашим руководством. Буду благодарен(на) за ответ — готов(а) рассказать о себе подробнее и прислать резюме. С уважением, [Имя Фамилия]
На этапе теста письмо отправляешь сам из своей почты. Отправка из сервиса и статусы заявок — скоро.