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Lidia Vladimirovna Gargyants

Observed names: Gargyants, Lidia V., L. V. Gargyants
ORCID: 0000-0002-3371-8487
Observed ORCID: 0000-0002-3371-8487
OpenAlex ID: A5081110719
Locally bounded solutions of one-dimensional conservation laws
2016 · L. V. Gargyants · Differential Equations · 6
Example of nonexistence of a positive generalized entropy solution of a Cauchy problem with unbounded positive initial data
2017 · L. V. Gargyants · Russian Journal of Mathematical Physics · 5
Nonuniqueness of Unbounded Solutions of the Cauchy Problem for Scalar Conservation Laws
2019 · A. Yu. Goritsky, L. V. Gargyants · Journal of Mathematical Sciences · 4
On Locally Bounded Solutions of the Cauchy Problem for a First-Order Quasilinear Equation with Power Flux Function
2018 · L. V. Gargyants · Mathematical Notes · 4
Constructing unbounded discontinuous solutions of scalar conservation laws using the Legendre transform
2021 · L. V. Gargyants, A. Yu. Goritsky, et al. · Sbornik Mathematics · 3
The Riemann Problem for the Main Model Cases of the Euler–Poisson Equations
2024 · L. V. Gargyants, O. S. Rozanova, et al. · Journal of Mathematical Sciences · 2
О локально ограниченных решениях задачи Коши для квазилинейного уравнения первого порядка со степенной функцией потока
2018 · Lidia Vladimirovna Gargyants · Математические заметки · 2
Построение неограниченных разрывных решений скалярных законов сохранения при помощи преобразования Лежандра
2021 · Lidia Vladimirovna Gargyants, Andrey Goritsky, et al. · Математический сборник · 1
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Internal Free Boundary Problem for Cold Plasma Equations
2026 · L. V. Gargyants, A. V. Konovalova, et al. · Technical Physics
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The simplest solutions of cold plasma equations: change in properties from a hydrodynamic to a kinetic model
2025 · Gargyants, Lidia V., Rozanova, Olga S. · arXiv (Cornell University)
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The Riemann problem for the main model cases of the Euler-Poisson equations
2024 · L. V. Gargyants, O. S. Rozanova, et al. · Contemporary Mathematics Fundamental Directions
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Unbounded solutions of one-dimensional conservation laws with asymmetrical flux function
2023 · L. V. Gargyants · AIP conference proceedings
On the Cauchy Problem for a One-Dimensional Conservation Law with Initial Conditions Coinciding with a Power or Exponential Function at Infinity
2022 · L. V. Gargyants · Differential Equations
Works count: 13
Citation count: 27
H-index: 4
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