dr hab. Yaroslav Chabanyuk, prof. uczelni
Dyscyplina:
informatyka techniczna i telekomunikacja
matematyka
Artykuły
1. Application of Submicromechanical Diagnostics for Characterization of Glass-Filled Polyamide Composites / M. Pashechko, S. Shil’ko, M. Czerniec, J. Borc & Ya. Chabanyuk // Journal of Friction and Wear.- 2022, vol. 43, nr 5, s. 293-299 [MNiSW: 100]
2. Asymptotic dissipativity of random processes with impulse perturbation in the poisson approximation scheme / I. V. Samoilenko, Yaroslav Chabanyuk, A. V. Nikitin // Cybernetics and Systems Analysis.- 2018, vol. 54, nr 2, s. 205-211 [MNiSW: 15]
3. Asymptotic dissipativity of the diffusion process in the asymptotic small diffusion scheme / Anastasiia Kinash, Yaroslav Chabanyuk, Uliana Khimka // Journal of Applied Mathematics and Computational Mechanics.- 2015, vol. 14, nr 4, s. 93-103 [MNiSW: 9]
4. Asymptotic properties of the impulse perturbation process under Levy approximation conditions with the point of equilibrium of the quality criterion / Y. M. Chabanyuk, A. V. Nikitin, U. T. Khimka // Matematychni Studii = Математичнi Студiї.- 2019, vol. 52, nr 1, s. 96-104 [MNiSW: 20]
5. Asymptotics of Control Problem for the Diffusion Process in Markov Environment / Yaroslav M. Chabanyuk, Anatoly V. Nikitin, Uliana T. Khimka // Journal of Automation and Information Sciences = Problemy Upravleniâ i Informatiki.- 2020, vol. 52, nr 5, s. 26-37 [MNiSW: 20]
6. Averaging in the Control Problem for the Diffusion Transfer Process with Semi-Markov Switching / Y. M. Chabanyuk, A. V. Nikitin, U. T. Khimka // Cybernetics and Systems Analysis.- 2023, vol. 59, nr 4, s. 591-600 [MNiSW: 40]
7. Control problem for the impulse process under stochastic optimization procedure and Levy conditions / Ya. M. Chabanyuk , A. V. Nikitin,U. T. Khimka // Matematychni Studii = Математичнi Студiї.- 2021, vol. 55, nr 1, s. 107-112 [MNiSW: 20]
8. Procedure of Stochastic Approximation for the Diffusion Process with Semi-Markov Switchings / Ya. Chabanyuk and W. Rosa // Ukrainian Mathematical Journal.- 2019, vol. 70, nr 11, s. 1803-1811 [MNiSW: 40]
9. Stochastic evolutionary system with Markov-modulated Poisson perturbations in the averaging schema / Serhiy A. Semenyuk, Yaroslav Chabanyuk // Matematychni Studii = Математичнi Студiї.- 2024, vol. 62, nr 1, s. 102-108 [MNiSW: 20]
10. The dissipativity conditions for the generalized Ornstein-Uhlenbeck process / Anastasiia Kinash, Yaroslav Chabanyuk, Uliana Khimka // Vìsnik KiïVsʹKogo NacìonalʹNogo Unìversitetu Ìmenì Tarasa Ševčenka.Serìâ Fìziko-Matematičnì Nauki.- 2017, nr 2, s. 82-87 [MNiSW: 1]
11. The limit properties diffusion process in a semi-Markov environment / Yaroslav Chabanyuk, Wojciech Rosa // Journal of Applied Mathematics and Computational Mechanics.- 2018, vol. 17, nr 1, s. 5-14 [MNiSW: 10]
12. Unified Approach to the Fuss Relations in Poncelet’s Porism / Yaroslav Chabanyuk, Waldemar Cieślak, Witold Mozgawa, Aharon Naiman // The Journal of Geometric Analysis.- 2025, vol. 35, nr 1, s. 1-19 [MNiSW: 100]
13. Применение субмикромеханической диагностики для характеризации антифрикционных свойств стеклонаполненных полиамидных композитов [Primenenie submikromehanič eskoj diagnostiki dlâ harakterizacii antifrikcionnyh svojstv steklonapolnennyh poliamidnyh kompozitov] / Mychajło Paszeczko, S. Šil'ko, Myron Czerniec, Jarosław Borc, Yaroslav Chabanyuk // Trenie i Iznos = Friction and Wear.- 2022, vol. 43, nr 5, s. 447-457 [MNiSW: 5]
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