Advanced approach in the research methods of the mathematical models of strongly nonlinear physical systems. - Petro Pukach; Volodymyr Il'kiv; Zinovii Nytrebych; Myroslava Vovk; Pavlo Pukach (CSIT (1), 2017)

Application of Qualitative Methods for the Investigation and Numerical Analysis of Some Dissipative Nonlinear Physical Systems. - Petro Pukach; Volodymyr Il'kiv; Zinovii Nytrebych; Myroslava Vovk; Pavlo Pukach (CSIT, 2018)

Galerkin Method and Qualitative Approach for the Investigation and Numerical Analysis of Some Dissipative Nonlinear Physical Systems. - Petro Pukach; Volodymyr Il'kiv; Zinovii Nytrebych; Myroslava Vovk; Natalia Shakhovska; Pavlo Pukach (CSIT (1), 2018)

On the Modeling of the Oscillating Process of Longitudinal Elastic Body by Two-Point Problem. - Zinovii Nytrebych; Volodymyr Il'kiv; Oksana Malanchuk; Petro Pukach (CSIT (1), 2019)

Modified Asymptotic Method of Studying the Mathematical Model of Nonlinear Oscillations Under the Impact of a Moving Environment. - Petro Pukach; Volodymyr Il'kiv; Zinovii Nytrebych; Myroslava Vovk; Pavlo Pukach (CSIT, 2019)

On the Mathematical Model of Nonlinear Oscillations under the Impact of a Moving Environment. - Petro Pukach; Zinovii Nytrebych; Volodymyr Il'kiv; Myroslava Vovk; Yulia Pukach (CSIT (1), 2019)

Investigation of Mathematical Model of Acoustic Wave Propagation through Relax Environment in Ultrasound Diagnostics Problems. - Zinovii Nytrebych; Volodymyr Il'kiv; Oksana Malanchuk; Winfried Auzinger (IDDM, 2019)

The Two-Point Problem as the Mathematical Model of the Oscillation Process of a Longitudinal Body. - Zinovii Nytrebych; Oksana Malanchuk (CSIT, 2020)

On the Modeling Process of Ultrasonic Wave Propagation in a Relaxation Medium by the Three-Point in Time Problem. - Zinovii Nytrebych; Volodymyr Il'kiv; Oksana Malanchuk (IDDM, 2020)