Search Results - "Kulikov, N. A."

Invariant Manifolds. Global Attractor of a Generalized Version of the Nonlocal Ginzburg–Landau Equation by Kulikov, A. N., Kulikov, D. A.

“…We consider a generalized nonlocal Ginzburg–Landau equation with periodic boundary conditions. For the corresponding initial-boundary value problem we prove…”
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Invariant Manifolds and Global Attractor of the Ginzburg–Landau Integro-Differential Equation by Kulikov, A. N., Kulikov, D. A.

“…We consider a periodic boundary value problem for the complex Ginzburg–Landau integro-differential equation. It can be interpreted as a generalized version of…”
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Ruxolitinib versus dexamethasone in hospitalized adults with COVID-19: multicenter matched cohort study by Stanevich, O V, Fomina, D S, Bakulin, I G, Galeev, S I, Bakin, E A, Belash, V A, Kulikov, A N, Lebedeva, A A, Lioznov, D A, Polushin, Yu S, Shlyk, I V, Vorobyev, E A, Vorobyeva, S V, Surovceva, T V, Bakulina, N V, Lysenko, M A, Moiseev, I S

“…Several anti-cytokine therapies were tested in the randomized trials in hospitalized patients with severe acute respiratory syndrome coronavirus 2 infection…”
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Local Attractors in a Certain Boundary-Value Problem for the Kuramoto–Sivashinsky Equation by Kulikov, A. N., Sekatskaya, A. V.

“…A boundary-value problem for the generalized Kuramoto–Sivashinsky equation with homogeneous Neumann boundary conditions is considered. The stability of…”
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Investigation into Radiation Effects in a p-Channel MOS Transistor by Kuzminova, A. V., Kulikov, N. A., Popov, V. D.

“…The influence of γ radiation on surface defect formation at the Si–SiO 2 interface in a p -type-channel metal—oxide-silicon (MOS) transistor in the passive…”
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On the uniqueness problem for a central invariant manifold by Kulikov, A. N.

“…We consider a system of autonomous nonlinear ordinary differential equations for which the existence conditions for an invariant manifold are satisfied in the…”
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Inertial Invariant Manifolds of a Nonlinear Semigroup of Operators in a Hilbert Space by Kulikov, A. N.

“…In this paper, we examine the existence and analyze properties of inertial manifolds of a nonlinear semigroup of operators in a Hilbert space. This questions…”
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Intravital and postmortem diagnostics of myocardial hypertrophy of the left ventricle:identity or convention? by Bogomolov, S N, Kulikov, A N, Tikhonova, J A, Solntsev, V N, Rybakova, M G, Gudkova, A Y, Kuchmin, A N

“…The aim of the study is to assess the compliance of the results of electrocardiographic (ECG) and echocardiographic diagnostic methods of hypertrophy of left…”
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Spatially Inhomogeneous Solutions for a Modified Kuramoto–Sivashinsky Equation by Kulikov, A. N., Kulikov, D. A.

“…We study the periodic boundary value problem for a modified Kuramoto–Sivashinsky equation which can serve as a mathematical model describing formation of…”
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Bifurcations of Invariant Tori in Second-Order Quasilinear Evolution Equations in Hilbert Spaces and Scenarios of Transition to Turbulence by Kulikov, A. N.

“…In this paper, we consider second-order quasilinear differential equations in a separable Hilbert space for which the well-known Landau–Hopf scenario of…”
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Local attractors of one of the original versions of the Kuramoto–Sivashinsky equation by Kulikov, A. N., Kulikov, D. A.

“…We study two rather similar evolutionary partial differential equations. One of them was obtained by Sivashinsky and the other by Kuramoto. The Kuramoto…”
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Landau-Hopf scenario of passage to turbulence in some problems of elastic stability theory by Kulikov, A. N.

“…We consider a boundary value problem for a nonlinear integro-differential equation modeling the vibrations of a pipe transporting a fluid and the vibrations of…”
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Local bifurcations and a global attractor for two versions of the weakly dissipative Ginzburg–Landau equation by Kulikov, A. N., Kulikov, D. A.

“…We consider the periodic boundary value problem for two variants of a weakly dissipative complex Ginzburg–Landau equation. In the first case, we study a…”
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The Wing Divergence Problem in a Supersonic Gas Flow by Kulikov, A. N.

“…We study the boundary value problem for a nonlinear hyperbolic type evolution equation governing torsional oscillations of a wing in a hypersonic gas flow in…”
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Local Bifurcations of Invariant Manifolds of the Cahn–Hilliard–Oono Equation by Kulikov, A. N., Kulikov, D. A.

“…Our aim is to examine a periodic boundary value problem for the Cahn–Hilliard–Oono equation. This equation appeared as one of the possible modifications of the…”
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Cahn–Hilliard equation with two spatial variables. Pattern formation by Kulikov, A. N., Kulikov, D. A.

“…We consider the Cahn–Hilliard equation in the case where its solution depends on two spatial variables, with homogeneous Dirichlet and Neumann boundary…”
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En face optical coherence tomography transillumination for evaluation of retinal pigment epithelium alteration in central serous chorioretinopathy: correlation with multimodal imaging by D S, Maltsev, A N, Kulikov, M A, Burnasheva, J, Chhablani

“…    Purpose To study optical coherence tomography (OCT) en face imaging approach to evaluate retinal pigment epithelium (RPE) alteration in central serous…”
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Endoscopic Laser Cyclodestruction: Clinical Aspects by Kulikov, A. N., Skvortsov, V. Yu, Tulin, D. V.

“…Glaucoma is one of the main causes of irreversible vision loss worldwide, its prevalence is increasing with age, reaching 10 % in individuals over 90 years…”
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1 : 3 Resonance is a possible cause of nonlinear panel flutter by Kulikov, A. N.

“…A nonlinear boundary value problem modeling oscillations of a plate in a supersonic gas flow is considered. Using the normal forms method, the method of…”
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Formation of wavy nanostructures on the surface of flat substrates by ion bombardment by Kulikov, A. N., Kulikov, D. A.

“…A popular mathematical model for the formation of an inhomogeneous topography on the surface of a plate (flat substrate) during ion bombardment was considered…”
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