Ukraine

Совместные статьи (10)

1. Beam Model of MEMS/NEMS Accounting for Axial Inertia and Nonlinear Curvature

   Advanced Structured Materials · 2026

   Igor V. Andrianov, Lelya A. Khajiyeva, Askat K. Kudaibergenov, Galina A. Starushenko

   Dnipro University of Technology Igor V. Andrianov Galina A. Starushenko

2. ON THE STABILITY OF THE “INFECTION-FREE” ALMOST PERIODIC SOLUTION IN AN IMPULSIVE SIR MODEL

   Kaznu Bulletin Mathematics Mechanics Computer Science Series · 2026 · Q3

   Алексей Капустян, Валентин Собчук, Светлана Темешева

   Taras Shevchenko National University of Kyiv Алексей Капустян Валентин Собчук

3. Information optic-electronic system for analysing pulse signals for early diagnosis of cardiovascular pathologies

   Proceedings of SPIE the International Society for Optical Engineering · 2025 · Q4

   Tetiana Nikitchuk, Oksana Okunkova, Yuliya Bogoyavlenska, Oleksandr Andreiev, Maktagali Bektemessov, Vadym Matsiievskiy, Inna Vishtak, Iryna M. Kobylianska, Saule Smailova, Żaklin Grądz

   Vinnytsia National Technical University Zhytomyr Polytechnic State University Tetiana Nikitchuk Oksana Okunkova Yuliya Bogoyavlenska Oleksandr Andreiev Vadym Matsiievskiy Inna Vishtak Iryna M. Kobylianska Żaklin Grądz

4. Identification of gastric cancer by fuzzy knowledge bases in the system of polarization reconstruction and analysis of the crystal structure of blood plasma

   Proceedings of SPIE the International Society for Optical Engineering · 2025 · Q4

   Nataliia I. Zabolotna, Oleh V. Vlasenko, Vladyslava V. Sholota, Paweł Komada, Lyudmila V. Krylik, Alona A. Kolomiiets, Maktagali Bektemessov, Katarzyna Klimek

   Vinnytsia Mykhailo Kotsiubynskyi State Pedagogical University Vinnytsia National Technical University Nataliia I. Zabolotna Oleh V. Vlasenko Vladyslava V. Sholota Paweł Komada Lyudmila V. Krylik Alona A. Kolomiiets Katarzyna Klimek

5. On aspects of continualization of 2D lattices antiplane dynamical problem

   Mechanics Research Communications · 2025 · Q2 · ❝ 1

   Igor V. Andrianov, Lelya A. Khajiyeva, Askar K. Kudaibergenov, Galina A. Starushenko

   Dnipro University of Technology Igor V. Andrianov Galina A. Starushenko

6. Attracting sets in sup-norms for mild solutions of impulsive-perturbed parabolic semilinear problems

   Aims Mathematics · 2025 · Q1 · ❝ 8

   Oleksiy Kapustyan, Faculty of Mechanics and Mathematics, Taras Shevchenko National University of Kyiv, Kyiv, Ukraine, Svetlana Temesheva, Agila Tleulessova, Department of Mathematics, al-Farabi Kazakh National University, Almaty, Kazakhstan, Department of Differential Equations, Institute of Mathematics and Mathematical Modeling, Almaty, Kazakhstan, Department of Fundamental Mathematics, L.N. Gumilyov Eurasian National University, Astana, Kazakhstan

   Taras Shevchenko National University of Kyiv Oleksiy Kapustyan Faculty of Mechanics and Mathematics Taras Shevchenko National University of Kyiv Kyiv Ukraine Department of Mathematics al-Farabi Kazakh National University Almaty Kazakhstan Department of Differential Equations Institute of Mathematics and Mathematical Modeling Almaty Kazakhstan Department of Fundamental Mathematics L.N. Gumilyov Eurasian National University Astana Kazakhstan

7. Asymptotic behavior of impulsive parabolic problem with infinite-dimensional impulsive set

   Georgian Mathematical Journal · 2025 · Q2 · ❝ 5

   Oleksiy Kapustyan, Juliya Fedorenko, Svetlana Temesheva

   Taras Shevchenko National University of Kyiv Oleksiy Kapustyan

8. On Aspects of Continuous Approximation of Diatomic Lattice

   Mathematics · 2024 · Q1 · ❝ 4

   Igor V. Andrianov, Lelya A. Khajiyeva, Askar K. Kudaibergenov, Galina A. Starushenko

   Dnipro University of Technology Igor V. Andrianov Galina A. Starushenko

9. On Aspects of Gradient Elasticity: Green’s Functions and Concentrated Forces

   Symmetry · 2022 · Q1 · ❝ 3

   Igor V. Andrianov, Steve G. Koblik, Galina A. Starushenko, Askat K. Kudaibergenov

   National Academy for Public Administration under the President of Ukraine Igor V. Andrianov Steve G. Koblik Galina A. Starushenko

10. The Verhulst-like equations: Integrable OΔE and ODE with chaotic behavior

    Symmetry · 2019 · Q1 · ❝ 7

    Andrianov, I., Starushenko, G., Kvitka, S., Khajiyeva, L.

    National Academy for Public Administration under the President of Ukraine Andrianov, I. Starushenko, G. Kvitka, S.