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Surface and volume plasmons in metallic nanospheres in a semiclassical RPA-type approach: Near-field coupling of surface plasmons with the semiconductor substrate

Physical review. B, Condensed matter and materials physics, 2010-07, Vol.82 (3), Article 035418

2010

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Determination of Inertia Forces Acting on Break Bulk Cargo en Route

TransNav (Gdynia, Poland ), 2013-12, Vol.7 (4), p.477-479

Chepok, A.O.

2013

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Radius dependent shift in surface plasmon frequency in large metallic nanospheres: Theory and experiment

Journal of applied physics, 2010-06, Vol.107 (12), p.124317-124317-13

2010

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Undamped collective surface plasmon oscillations along metallic nanosphere chains

Journal of applied physics, 2010-10, Vol.108 (8), p.084304-084304-12

2010

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A theory of plasma oscillations in metallic nanoparticles

Low temperature physics (Woodbury, N.Y.), 2009-05, Vol.35 (5), p.383-393

2009

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ASYMPTOTIC REPRESENTATIONS OF REGULARLY VARYING [P.sub.[omega]]-SOLUTIONS OF A DIFFERENTIAL EQUATION OF THE SECOND ORDER CONTAINING THE PRODUCT OF DIFFERENT TYPES OF NONLINEARITIES OF THE UNKNOWN FUNCTION AND ITS DERIVATIVE

Journal of mathematical sciences (New York, N.Y.), 2023-07, Vol.274 (1), p.142

Chepok, O.O

2023

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Asymptotic Representations of Rapidly Varying Solutions of Second-Order Differential Equations with Rapidly and Regularly Varying Nonlinearities

Journal of mathematical sciences (New York, N.Y.), 2021-02, Vol.253 (1), p.24-39

Chepok, О. О.

2021

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Asymptotic Representations of Regularly Varying Pω(Y0, Y1, λ0)-Solutions of a Differential Equation of the Second Order Containing the Product of Different Types of Nonlinearities of the Unknown Function and its Derivative

Journal of mathematical sciences (New York, N.Y.), 2023-07, Vol.274 (1), p.142-155

Chepok, O. O.

2023

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Asymptotic Representations for the Solutions of Second-Order Differential Equations with Rapidly and Regularly Varying Nonlinearities

Journal of mathematical sciences (New York, N.Y.), 2019-04, Vol.238 (3), p.316-332

Chepok, O. O.

2019

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How to Combine Student Science Education with Modern Environmental Education

Journal of Vasyl Stefanyk Precarpathian National University, 2022-04, Vol.9 (1), p.16-26

2022

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Practice-oriented form of organizing the teaching-learning process as a necessary precondition for mastering the constructive elements of euclidean geometry at institutions f general secondary education

Fizyko-matematychna osvita, 2020-12, Vol.26 (4)

2020

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ON THE ESSENCE AND DIFFERENT FORMS OF INTRODUCTION THE PRACTICAL-ORIENTATED TRAINING TO THE TEACHING-LEARNING PROCESS OF THE FUTURE MATHEMATICS’ TEACHERS AT INSTITUTIONS OF HIGHER EDUCATION

OPEN EDUCATIONAL E-ENVIRONMENT OF MODERN UNIVERSITY, 2019 (7), p.78-86

2019

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PECULIARITIES OF INNOVATIVE TEACHING INSTRUMENTS APPLICATION DURING PROFESSIONAL TRAINING OF FUTURE TEACHERS OF MATHEMATICS

OPEN EDUCATIONAL E-ENVIRONMENT OF MODERN UNIVERSITY, 2019 (SPECIAL EDITION), p.314-323

2019

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On Some Global Solution of the Basic Equations in the Geodesic Mappings' Theory of Riemannian Spaces

Mathematics and Statistics, 2020-11, Vol.8 (6), p.693-698

2020

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Plasmon-Polariton Properties in Metallic Nanosphere Chains

Materials, 2015-06, Vol.8 (7), p.3910-3937

2015

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On the Up-to-date Course of Mathematical Logic for the Future Math Teachers

Mathematics and Statistics, 2021-05, Vol.9 (3), p.335-341

2021

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ASYMPTOTIC BEHAVIOR OF Pω(Y0, Y1,±∞)-SOLUTIONS OF THE SECOND ORDER DIFFERENTIAL EQUATIONS WITH THE PRODUCT OF DIFFERENT TYPES OF NONLINEARITIES FROM AN UNKNOWN FUNCTION AND ITS FIRST DERIVATIVE

Bukovinian Mathematical Journal, 2023, Vol.11 (2), p.41-50

Chepok, O.

2023

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Development a novel hydro-vibration technology for the formation of hats from fabrics

International journal of clothing science and technology, 2022-06, Vol.34 (4), p.615-629

2022

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IMPLEMENTATION OF LOGICAL FUNDAMENTALS IN THE MODERN 7TH GRADE MATHEMATICS COURSE OF GENERAL SECONDARY EDUCATION INSTITUTIONS

Academic Notes Series Pedagogical Science, 2024-09, Vol.1 (215)

2024

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Asymptotic representations of the Pω(Y0, Y1, ±∞)-solutions of the second order differential equation, which contains the product of different types of nonlinearities from an unknown function and its derivative

Researches in Mathematics and Mechanics, 2022-12, Vol.27 (1-2(39-40)), p.83-95

Chepok, O. O.

2022

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ASYMPTOTIC REPRESENTATIONS OF SOLUTIONS WITH SLOWLY VARYING DERIVATIVES OF THE SECOND ORDER DIFFERENTIAL EQUATIONS WITH THE PRODUCT OF DIFFERENT TYPES OF NONLINEARITIES

Bukovinian Mathematical Journal, 2020, Vol.8 (1)

Chepok, O.

2020

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On weakly damped EM energy transport along linear Ag nano-waveguides through L-comers and T-junctions

2018 International Conference on Information and Telecommunication Technologies and Radio Electronics (UkrMiCo), 2018, p.1-5

Chepok, Andrii

2018

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ON THE ESSENCE, THE PLACE, THE PART AND CHARACTER OF THE TASKS WITH PARAMETERS IN THE GEOMETRY COURSES OF THE INSTITUTIONS OF GENERAL SECONDARY EDUCATION

Academic Notes Series Pedagogical Science, 2020, Vol.1 (191), p.150-154

2020

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INNOVATIVE TEACHING INSTRUMENTS FOR IMPROVEMENT MATHEMATICAL TRAINING OF FUTURE PHYSICS TEACHERS

Modern Tendencies in Pedagogical Education and Science of Ukraine and Israel: the way to integration, 2018-09 (9), p.43-48

2018

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Investigation of the effect of condensation rate of silicide films on their electrical characteristics

Soviet Powder Metallurgy and Metal Ceramics, 1967-02, Vol.6 (2), p.145-147

1967

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Surface and volume plasmons in metallic nanospheres in a semiclassical RPA-type approach: Near-field coupling of surface plasmons with the semiconductor substrate

Determination of Inertia Forces Acting on Break Bulk Cargo en Route

Radius dependent shift in surface plasmon frequency in large metallic nanospheres: Theory and experiment

Undamped collective surface plasmon oscillations along metallic nanosphere chains

A theory of plasma oscillations in metallic nanoparticles

ASYMPTOTIC REPRESENTATIONS OF REGULARLY VARYING [P.sub.[omega]]-SOLUTIONS OF A DIFFERENTIAL EQUATION OF THE SECOND ORDER CONTAINING THE PRODUCT OF DIFFERENT TYPES OF NONLINEARITIES OF THE UNKNOWN FUNCTION AND ITS DERIVATIVE

Asymptotic Representations of Rapidly Varying Solutions of Second-Order Differential Equations with Rapidly and Regularly Varying Nonlinearities

Asymptotic Representations of Regularly Varying Pω(Y0, Y1, λ0)-Solutions of a Differential Equation of the Second Order Containing the Product of Different Types of Nonlinearities of the Unknown Function and its Derivative

Asymptotic Representations for the Solutions of Second-Order Differential Equations with Rapidly and Regularly Varying Nonlinearities

How to Combine Student Science Education with Modern Environmental Education

Practice-oriented form of organizing the teaching-learning process as a necessary precondition for mastering the constructive elements of euclidean geometry at institutions f general secondary education

ON THE ESSENCE AND DIFFERENT FORMS OF INTRODUCTION THE PRACTICAL-ORIENTATED TRAINING TO THE TEACHING-LEARNING PROCESS OF THE FUTURE MATHEMATICS’ TEACHERS AT INSTITUTIONS OF HIGHER EDUCATION

PECULIARITIES OF INNOVATIVE TEACHING INSTRUMENTS APPLICATION DURING PROFESSIONAL TRAINING OF FUTURE TEACHERS OF MATHEMATICS

On Some Global Solution of the Basic Equations in the Geodesic Mappings' Theory of Riemannian Spaces

Plasmon-Polariton Properties in Metallic Nanosphere Chains

On the Up-to-date Course of Mathematical Logic for the Future Math Teachers

ASYMPTOTIC BEHAVIOR OF Pω(Y0, Y1,±∞)-SOLUTIONS OF THE SECOND ORDER DIFFERENTIAL EQUATIONS WITH THE PRODUCT OF DIFFERENT TYPES OF NONLINEARITIES FROM AN UNKNOWN FUNCTION AND ITS FIRST DERIVATIVE

Development a novel hydro-vibration technology for the formation of hats from fabrics

IMPLEMENTATION OF LOGICAL FUNDAMENTALS IN THE MODERN 7TH GRADE MATHEMATICS COURSE OF GENERAL SECONDARY EDUCATION INSTITUTIONS

Asymptotic representations of the Pω(Y0, Y1, ±∞)-solutions of the second order differential equation, which contains the product of different types of nonlinearities from an unknown function and its derivative

ASYMPTOTIC REPRESENTATIONS OF SOLUTIONS WITH SLOWLY VARYING DERIVATIVES OF THE SECOND ORDER DIFFERENTIAL EQUATIONS WITH THE PRODUCT OF DIFFERENT TYPES OF NONLINEARITIES

On weakly damped EM energy transport along linear Ag nano-waveguides through L-comers and T-junctions

ON THE ESSENCE, THE PLACE, THE PART AND CHARACTER OF THE TASKS WITH PARAMETERS IN THE GEOMETRY COURSES OF THE INSTITUTIONS OF GENERAL SECONDARY EDUCATION

INNOVATIVE TEACHING INSTRUMENTS FOR IMPROVEMENT MATHEMATICAL TRAINING OF FUTURE PHYSICS TEACHERS

Investigation of the effect of condensation rate of silicide films on their electrical characteristics

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