Mathematical modeling and computing. 2021, 8 (3) АРХІВ (Всі випуски) 
 | Mathematical modeling and computing
2021. Вип. 3 |
- Title.
- Contents.
- Fys M. M., Brydun A. M., Yurkiv M. I. On approach to determine the internal potential and gravitational energy of ellipsoid. - C. 359-367.
- Lyashko S. I., Samoilenko V. H., Samoilenko Yu. I., Lyashko N. I. Asymptotic analysis of the Korteweg-de Vries equation by the nonlinear WKB technique. - C. 368-378.
- Settar A., Fatmi N. I., Badaoui M. Quasi-maximum likelihood estimation of the Component-GARCH model using the stochastic approximation algorithm with application to the S&P 500. - C. 379-390.
- Karhut I. I., Krochak O. V., Maksimovich S. B. Modeling the reinforced concrete shell with a protective structure. - C. 391-399.
- Butin F. A new geometrical method for portfolio optimization. - C. 400-409.
- Lyashko S. I., Samoilenko V. H., Samoilenko Yu. I., Gapyak I. V., Orlova M. S. Asymptotic stepwise solutions of the Korteweg-de Vries equation with a singular perturbation and their accuracy. - C. 410-421.
- Shevchenko S. S. Mathematical modeling of centrifugal machines rotors seals for the purpose of assessing their influence on dynamic characteristics. - C. 422-431.
- Ogunmiloro O. M., Fadugba S. E., Titiloye E. O. On the existence, uniqueness and computational analysis of a fractional order spatial model for the squirrel population dynamics under the Atangana-Baleanu-Caputo operator. - C. 432-443.
- Gogolyuk P. F., Hoholyuk O. P., Kutsyk T. A. Universal mathematical model of asynchronous machine as an element microgrid in smart grid. - C. 444-453.
- Levitskii R. R., Zachek I. R., Vdovych A. S., Bilenka O. B. Influence of the uniaxial stress p2 and transverse fields E1 and E3 on the phase transitions and thermodynamic characteristics of GPI ferroelectric materials. - C. 454-464.
- Bhatti J., Bhardwaj N., Kumar S. Mathematical modelling to industrial repair and maintenance policy system for its reliability. - C. 465-473.
- Vavrukh M. V., Dzikovskyi D. V. Method of integral equations in the polytropic theory of stars with axial rotation. II. Polytropes with indices n>1. - C. 474-485.
- Jayanthi N., Santhakumari R. Synchronization of time-varying time delayed neutral-type neural networks for finite-time in complex field. - C. 486-498.
- Podhornyj O. R., Sidorov M. V. Mathematical modeling of fluid flows through the piecewise homogeneous porous medium by R-function method. - C. 499-508.
- Labay V. Yo., Yaroslav V. Yu., Dovbush O. M., Tsizda A. Ye. Mathematical modeling bringing the operation of air split conditioners heat pumps to the same internal temperature conditions. - C. 509-514.
- Pistun Ye. P., Matiko H. F., Krykh H. B., Matiko F. D. Modeling throttle bridge measuring transducers of physical-mechanical parameters of Newtonian fluids. - C. 515-525.
- Sadek L., Talibi Alaoui H. The extended nonsymmetric block Lanczos methods for solving large-scale differential Lyapunov equations. - C. 526-536.
- Fadugba S. E., Ali F., Abubakar A. B. Caputo fractional reduced differential transform method for SEIR epidemic model with fractional order. - C. 537-548.
- Alaa K., Atounti M., Zirhem M. Image restoration and contrast enhancement based on a nonlinear reaction-diffusion mathematical model and divide & conquer technique. - C. 549-559.
- Kuzmin О. Y., Stanasiuk N. S., Berdnik D. A., Gaiduchok O. V. Forecasting economic result of business logic improvements using Game Theory for modeling user scenarios. - C. 560-572.
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