S. A. Nazarov

发表

On the Eigenvalues and Eigenfunctions of the Dirichlet and Neumann Problems in a Domain with Perforated Partitions

S. A. Nazarov, 2021, Differential Equations.

Remark on Justification of Asymptotics of Spectra of Cylindrical Waveguides with Periodic Singular Perturbations of Boundary and Coefficients

D. Gómez, S. A. Nazarov, R. Orive-Illera, 2021, Journal of Mathematical Sciences.

Scattering of Low-Frequency Elastic Waves in An Infinite Kirchhoff Plate

S. A. Nazarov, 2021 .

Homogenization of Kirchhoff plates joined by rivets which are modeled by the Sobolev point conditions

S. A. Nazarov, 2021 .

The preservation of threshold resonances and the splitting off of eigenvalues from the threshold of the continuous spectrum of quantum waveguides

S. A. Nazarov, 2021, Sbornik: Mathematics.

Trapping of Waves in Semiinfinite Kirchhoff Plate with Periodically Damaged Edge

S. A. Nazarov, 2021, Journal of Mathematical Sciences.

‘Blinking’ and ‘gliding’ eigenfrequencies of oscillations of elastic bodies with blunted cuspidal sharpenings

S. A. Nazarov, 2019, Sbornik: Mathematics.

Breakdown of cycles and the possibility of opening spectral gaps in a square lattice of thin acoustic waveguides

S. A. Nazarov, 2018, Izvestiya: Mathematics.

A one dimensional model of blood flow through a curvilinear artery

S. A. Nazarov, A. Ghosh, F. Berntsson, 2018, Applied Mathematical Modelling.

Almost Complete Transmission of Low Frequency Waves in a Locally Damaged Elastic Waveguide

S. A. Nazarov, 2019, Journal of Mathematical Sciences.

Effects of Rayleigh Waves on the Essential Spectrum in Perturbed Doubly Periodic Elliptic Problems

S. A. Nazarov, G. Cardone, J. Taskinen, 2017, Integral Equations and Operator Theory.

Gap Opening Around a Given Point of the Spectrum of a Cylindrical Waveguide by Means of a Gentle Periodic Perturbation of Walls

S. A. Nazarov, 2015, Journal of Mathematical Sciences.

The asymptotic analysis of gaps in the spectrum of a waveguide perturbed with a periodic family of small voids

S. A. Nazarov, 2012, Journal of Mathematical Sciences.

Spectral gaps in the dirichlet and neumann problems on the plane perforated by a doubleperiodic family of circular holes

S. A. Nazarov, K. Ruotsalainen, J. Taskinen, 2012, Journal of Mathematical Sciences.

Discrete Spectrum of Cross-Shaped Quantum Waveguides

S. A. Nazarov, 2014, Journal of Mathematical Sciences.

Scheme for interpretation of approximately computed eigenvalues embedded in a continuous spectrum

S. A. Nazarov, 2013, Computational Mathematics and Mathematical Physics.

Waves trapped by a thin curved screen in a waveguide with rigid walls

S. A. Nazarov, 2012, Acoustical Physics.

Enforced stability of an eigenvalue in the continuous spectrum of a waveguide with an obstacle

S. A. Nazarov, 2012, Computational Mathematics and Mathematical Physics.

Open waveguides in doubly periodic junctions of domains with different limit dimensions

S. A. Nazarov, F. Bakharev, 2016, Siberian Mathematical Journal.

Eigenmodes of a thin elastic layer between periodic rigid profiles

S. A. Nazarov, 2015, Computational Mathematics and Mathematical Physics.

Approximation of Thin Three-Dimensional Plates with Smooth Lateral Surface by Polygonal Plates

S. A. Nazarov, G. Chechkin, 2015, Journal of Mathematical Sciences.

Transmission Conditions in One-Dimensional Model of a Rectangular Lattice of Thin Quantum Waveguides

S. A. Nazarov, 2016, Journal of Mathematical Sciences.

Two-Dimensional Asymptotic Models of Thin Cylindrical Elastic Gaskets

S. A. Nazarov, 2022, Differential Equations.

Trapping Elastic Waves by a Semi-Infinite Cylinder with Partly Fixed Surface

S. A. Nazarov, 2020, Siberian Mathematical Journal.

Discrete spectrum of cranked quantum and elastic waveguides

S. A. Nazarov, 2016, Computational Mathematics and Mathematical Physics.

Elastic waves trapped by a homogeneous anisotropic semicylinder

S. A. Nazarov, 2013 .

Modified Reynolds Equation for Steady Flow Through a Curved Pipe

S. A. Nazarov, A. Ghosh, V. Kozlov, 2019, Journal of Mathematical Fluid Mechanics.

Mixed Boundary Value Problems in Singularly Perturbed Two-Dimensional Domains with the Steklov Spectral Condition

S. A. Nazarov, V. C. Piat, 2020, Journal of Mathematical Sciences.

Steklov spectral problems in a set with a thin toroidal hole

S. A. Nazarov, V. Chiadò Piat, 2020 .

Water‐waves modes trapped in a canal by a near‐surface rough body

S. A. Nazarov, G. Cardone, T. Durante, 2009, 0910.1065.

On the structure of the spectrum for the elasticity problem in a body with a supersharp spike

S. A. Nazarov, F. Bakharev, 2009 .

Waves and Radiation Conditions in a Cuspidal Sharpening of Elastic Bodies

S. A. Nazarov, V. A. Kozlov, 2017, Journal of Elasticity.

Umov-Mandelshtam radiation conditions in elastic periodic waveguides

S. A. Nazarov, Serguei A. Nazarov, 2014 .

Plate reinforcement with periodic families of disconnected rigid rods

S. A. Nazarov, G. Sweers, A. S. Slutskij, 2009 .

One-Dimensional Model of Viscoelastic Blood Flow Through a Thin Elastic Vessel

S. A. Nazarov, V. Kozlov, 2015, Journal of Mathematical Sciences.

Spectrum of the linear water model for a two‐layer liquid with cuspidal geometries at the interface

S. A. Nazarov, J. Taskinen, J. Martin, 2015 .

A sufficient condition for a discrete spectrum of the Kirchhoff plate with an infinite peak

S. A. Nazarov, G. Sweers, F. Bakharev, 2012, 1203.2331.

A one-dimensional model of flow in a junction of thin channels, including arterial trees

S. A. Nazarov, S. Nazarov, V. Kozlov, 2017 .

Open waveguides in doubly periodic junctions of domains with different limit dimensions

S. A. Nazarov, F. Bakharev, 2016 .

The Eshelby Theorem and its Variants for Piezoelectric Media

S. A. Nazarov, G. Leugering, 2015 .

On Airy functions and stresses in nonisotropic heterogeneous 2d‐elasticity

S. A. Nazarov, G. Sweers, A. Kulikov, 2008 .

Homogenization of an Elliptic System as the Cells of Periodicity are Refined in One Direction

S. A. Nazarov, A. Slutskiǐ, 2005 .

Abnormal Transmission of Elastic Waves through a Thin Ligament Connecting Two Planar Isotropic Waveguides

S. A. Nazarov, 2022, Mechanics of Solids.

Anomalies of Acoustic Wave Propagation in Two Semi-Infinite Cylinders Connected by a Flattened Ligament

S. A. Nazarov, L. Chesnel, 2021, Computational Mathematics and Mathematical Physics.

Waves in a Plane Rectangular Lattice of Thin Elastic Waveguides

S. A. Nazarov, 2019, Journal of Mathematical Sciences.

Modeling of a singularly perturbed spectral problem by means of self-adjoint extensions of the operators of the limit problems

S. A. Nazarov, 2015, Functional Analysis and Its Applications.

Asymptotic behavior of the eigenvalues of the Steklov problem on a junction of domains of different limiting dimensions

S. A. Nazarov, 2012, Computational Mathematics and Mathematical Physics.

Asymptotics of solutions to the spectral elasticity problem for a spatial body with a thin coupler

S. A. Nazarov, 2012, Siberian Mathematical Journal.

A gap in the spectrum of the Neumann–Laplacian on a periodic waveguide

S. A. Nazarov, K. Ruotsalainen, S. Nazarov, 2011, 1110.5990.

Gaps in the spectrum of a waveguide composed of domains with different limiting dimensions

S. A. Nazarov, F. Bakharev, 2015 .

Asymptotics of solutions and modeling of the Von Karman equations in a singularly perturbed domain

S. A. Nazarov, G. Sweers, O. Izotova, 2011 .

Paradoxes in problems on bending of polygonal plates with a hinged/supported edge

S. A. Nazarov, G. Sweers, A. Stylianou, 2011 .

Asymptotics of eigenvalues of the Dirichlet problem in a skewed ℐ-shaped waveguide

S. A. Nazarov, 2014, Computational Mathematics and Mathematical Physics.

plate with an innite peak

S. A. Nazarov, G. Sweers, F. Bakharev, 2012 .

Asymptotics of an eigenvalue on the continuous spectrum of two quantum waveguides coupled through narrow windows

S. A. Nazarov, Сергей Александрович Назаров, S. A. Nazarov, 2013, Mathematical Notes.

Homogenization of Kirchhoff plates with oscillating edges and point supports

S. A. Nazarov, 2020, Izvestiya: Mathematics.

Asymptotic analysis of 3‐D thin piezoelectric rods

S. A. Nazarov, G. Leugering, A. S. Slutskij, 2014 .

The spectra of rectangular lattices of quantum waveguides

S. A. Nazarov, 2017 .

On the One-Dimensional Asymptotic Models of Thin Neumann Lattices

S. A. Nazarov, 2023, Siberian Mathematical Journal.