Erscheint 12 Ausgaben pro Jahr
ISSN Druckformat: 1064-2315
ISSN Online: 2163-9337
Indexed in
Simulation and Generalized Optimization in Pseudo-Hyperbolical Systems
ABSTRAKT
The paper is devoted to investigation of chemical substances migration process in saturated porous media. The adequate mathematical model of this process is a pseudo-hyperbolical equation. The theorem of existence of solution of the optimal control problem for this model in the class of generalized finite-order functions is proved.
-
Lyashko S.I., Klyushin D.A., Tymoshenko A.A., Optimal control over inserted point source intensity for humidification of a two-dimensional porous medium, Reports of the National Academy of Sciences of Ukraine, 12, 2019. Crossref
-
Klyushin Dmitriy, Tymoshenko Andrii, Optimal Control of Point Source Intensity in a Porous Medium, in Advances in Computer Science for Engineering and Education III, 1247, 2021. Crossref
-
Klyushin Dmitriy, Tymoshenko Andrii, Optimization of Drip Irrigation Systems Using Artificial Intelligence Methods for Sustainable Agriculture and Environment, in Artificial Intelligence for Sustainable Development: Theory, Practice and Future Applications, 912, 2021. Crossref
-
Klyushin D. A., Lyashko S. I., Lyashko N. I., Bondar O. S., Tymoshenko A. A., An Analog of the Galerkin Method in Problems of Drug Delivery in Biological Tissues, Cybernetics and Systems Analysis, 57, 3, 2021. Crossref
-
Baranovsky S. V., Bomba A. Ya., Lyashko S. I., Generalization of the Antiviral Immune Response Model for Complex Consideration of Diffusion Perturbations, Body Temperature Response, and Logistic Antigen Population Dynamics, Cybernetics and Systems Analysis, 58, 4, 2022. Crossref