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Fresnel-Type Transition Zones

Journal of communications technology & electronics, 2023-06, Vol.68 (6), p.639-648

2023

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Diffraction of a Whispering Gallery Mode at a Jumply Straightening of the Boundary

Acoustical physics, 2023-04, Vol.69 (2), p.133-142

2023

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Transition Zone in High-Frequency Diffraction on Impedance Contour with Jumping Curvature. Kirchhoff’s Method and Boundary Layer Method

Journal of communications technology & electronics, 2022-02, Vol.67 (2), p.130-139

2022

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Two-Dimensional Singular Splash Pulses

Journal of mathematical sciences (New York, N.Y.), 2021-02, Vol.252 (5), p.619-623

2021

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Two-Dimensional Analogs of the Classical Bateman Wave Are Solutions of Problems with Moving Sources

Differential equations, 2022-02, Vol.58 (2), p.275-279

2022

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Time-Harmonic Gaussian Beams: Exact Solutions of the Helmhotz Equation in Free Space

Optics and spectroscopy, 2017-12, Vol.123 (6), p.935-939

Kiselev, A. P.

2017

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Erratum to: “Time-Harmonic Gaussian Beams: Exact Solutions of the Helmhotz Equation in Free Space”

Optics and spectroscopy, 2018, Vol.124 (3), p.450-450

Kiselev, A. P.

2018

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General Elastic Surface Waves in Anisotropic Layered Structures

Journal of mathematical sciences (New York, N.Y.), 2017-07, Vol.224 (1), p.90-93

Kiselev, A. P.

2017

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High-Frequency Diffraction by a Contour with a Jump of Curvature: the Limit Ray

Journal of mathematical sciences (New York, N.Y.), 2020-03, Vol.243 (5), p.707-714

2020

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Size-dependent luminescence kinetics of rare-earth Er3+ ions in Y2O3 nanospheres

Journal of applied physics, 2019-03, Vol.125 (12)

2019

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Unidirectional Single-Cycle and Sub-Cycle Pulses

Optics and spectroscopy, 2020-12, Vol.128 (12), p.2000-2001

2020

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Bateman—Hörmander Two-Dimensional Waves with a Singularity at a Running Point

Mathematical Notes, 2019-11, Vol.106 (5-6), p.845-848

2019

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Evolution of Spectral and Structural Characteristics of Orthoborates Lu0.99 – xGdxEu0.01BO3

Physics of the solid state, 2021-07, Vol.63 (7), p.1081-1092

2021

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On the Bateman–Hörmander Solution of the Wave Equation Having a Singularity at a Running Point

Journal of mathematical sciences (New York, N.Y.), 2020-03, Vol.243 (5), p.682-688

2020

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Algorithm for calculating flat-loaded shells of environmental structures

IOP conference series. Earth and environmental science, 2022-01, Vol.965 (1), p.12051

2022

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The Peculiarities of the Spectral Characteristics of Different Lu1 – xRExBO3 Structural Modifications

Physics of the solid state, 2021, Vol.63 (12), p.1795-1810

2021

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Influence of Indium on the Spectral and Structural Characteristics of Lu0.98 – xInxEu0.02BO3

Physics of the solid state, 2020-12, Vol.62 (12), p.2374-2383

2020

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Advantages and Problems of Nanocrystalline Scintillators

IEEE transactions on nuclear science, 2008-06, Vol.55 (3), p.1536-1541

2008

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Influence of Cerium on the Spectral and Structural Characteristics of LuBo3(Ce,Tb)

Physics of the solid state, 2020-11, Vol.62 (11), p.2122-2131

2020

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Calculation of the strength of objects of water management of the environment

IOP conference series. Earth and environmental science, 2022-01, Vol.965 (1), p.12005

2022

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Modifications of Light Emission Spectra and Atomic Structure of Europium Molibdate Bulk Crystals Caused by High Pressure and Heat Treatment

IEEE transactions on nuclear science, 2008-06, Vol.55 (3), p.1128-1132

2008

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Spectral and Structural Characteristics of (Lu1 – xEux)2(WO4)3 Tungstates

Physics of the solid state, 2019-11, Vol.61 (11), p.2117-2129

2019

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Spectral and Structural Characteristics of Molybdates (Lu1 – xEux)2(MoO4)3

Physics of the solid state, 2019-04, Vol.61 (4), p.632-641

2019

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An energy approach to the proof of the existence of Rayleigh waves in an anisotropic elastic half-space

Journal of applied mathematics and mechanics, 2009, Vol.73 (4), p.464-470

2009

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Simple Solutions of the Wave Equation with a Singularity at a Running Point, Based on the Complexified Bateman Solution

Journal of mathematical sciences (New York, N.Y.), 2017-07, Vol.224 (1), p.47-53

2017

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Fresnel-Type Transition Zones

Diffraction of a Whispering Gallery Mode at a Jumply Straightening of the Boundary

Transition Zone in High-Frequency Diffraction on Impedance Contour with Jumping Curvature. Kirchhoff’s Method and Boundary Layer Method

Two-Dimensional Singular Splash Pulses

Two-Dimensional Analogs of the Classical Bateman Wave Are Solutions of Problems with Moving Sources

Time-Harmonic Gaussian Beams: Exact Solutions of the Helmhotz Equation in Free Space

Erratum to: “Time-Harmonic Gaussian Beams: Exact Solutions of the Helmhotz Equation in Free Space”

General Elastic Surface Waves in Anisotropic Layered Structures

High-Frequency Diffraction by a Contour with a Jump of Curvature: the Limit Ray

Size-dependent luminescence kinetics of rare-earth Er3+ ions in Y2O3 nanospheres

Unidirectional Single-Cycle and Sub-Cycle Pulses

Bateman—Hörmander Two-Dimensional Waves with a Singularity at a Running Point

Evolution of Spectral and Structural Characteristics of Orthoborates Lu0.99 – xGdxEu0.01BO3

On the Bateman–Hörmander Solution of the Wave Equation Having a Singularity at a Running Point

Algorithm for calculating flat-loaded shells of environmental structures

The Peculiarities of the Spectral Characteristics of Different Lu1 – xRExBO3 Structural Modifications

Influence of Indium on the Spectral and Structural Characteristics of Lu0.98 – xInxEu0.02BO3

Advantages and Problems of Nanocrystalline Scintillators

Influence of Cerium on the Spectral and Structural Characteristics of LuBo3(Ce,Tb)

Calculation of the strength of objects of water management of the environment

Modifications of Light Emission Spectra and Atomic Structure of Europium Molibdate Bulk Crystals Caused by High Pressure and Heat Treatment

Spectral and Structural Characteristics of (Lu1 – xEux)2(WO4)3 Tungstates

Spectral and Structural Characteristics of Molybdates (Lu1 – xEux)2(MoO4)3

An energy approach to the proof of the existence of Rayleigh waves in an anisotropic elastic half-space

Simple Solutions of the Wave Equation with a Singularity at a Running Point, Based on the Complexified Bateman Solution

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