Mathematical modeling and computing. 2022, 9 (3) АРХІВ (Всі випуски) 
 | Mathematical modeling and computing
2022. Вип. 3 |
- Титул.
- Contents.
- Arrai M., Allouch C., Bouda H., Tahrichi M. Legendre–Kantorovich method for Fredholm integral equations of the second kind. - C. 471-482.
- Belhachmi Z., Mghazli Z., Ouchtout S. A coupled compressible two-phase flow with the biological dynamics modeling the anaerobic biodegradation process of waste in a landfill. - C. 483-500.
- Khajji B., Boujallal L., Elhia M., Balatif O., Rachik M. A fractional-order model for drinking alcohol behaviour leading to road accidents and violence. - C. 501-518.
- Mecheter R. Anisotropic parabolic problem with variable exponent and regular data. - C. 519-535.
- Gouasnouane O., Moussaid N., Boujena S., Kabli K. A nonlinear fractional partial differential equation for image inpainting. - C. 536-546.
- El Moudden M., Benjelloun S., Chkifa A., Fawzi H. An improved Levenberg–Marquardt method for nonsmooth equations with application to multi-stream heat exchangers. - C. 547-554.
- Amaro G., Cristiani E., Menci M. Preventing congestion in crowd dynamics caused by reversing flow. - C. 555-566.
- Essarrout S., Mahani Z., Raghay S. Quantifying uncertainty of a mathematical model of drug transport in tumors. - C. 567-578.
- Sadki M., Harroudi S., Allali K. Dynamical analysis of an HCV model with cell-to-cell transmission and cure rate in the presence of adaptive immunity. - C. 579-593.
- Argyros C., Argyros I., Shakhno S., Yarmola H. Enlarging the radius of convergence for Newton–like method in which the derivative is re-evaluated after certain steps. - C. 594-598.
- Benmoumen M. Numerical optimization of the likelihood function based on Kalman filter in the GARCH models. - C. 599-606.
- El Moutaouakil K., Saliha C., Hicham B. Optimal fuzzy deep daily nutrients requirements representation: Application to optimal Morocco diet problem. - C. 607-615.
- Sadek O., Sadek L., Touhtouh S., Hajjaji A. The mathematical fractional modeling of TiO2 nanopowder synthesis by sol–gel method at low temperature. - C. 616-626.
- Fys M., Hlotov V., Brydun A., Siejka Z. Nonlinear method for determining external orientation elements of digital images obtained from drone. - C. 627-636.
- Kurbonov N. 3D model and numerical algorithm for gas filtration in porous media. - C. 637-646.
- Baala Y., Agmour I., Rachik M. Optimal control of tritrophic reaction–diffusion system with a spatiotemporal model. - C. 647-662.
- El Madkouri A., Ellabib A. Retrieving the Robin coefficient from single Cauchy data in elliptic systems. - C. 663-677.
- Jerroudi A., Moussi M. Local manifolds for non-autonomous boundary Cauchy problems: existence and attractivity. - C. 678-693.
- Tymochko O., Trystan A., Matiushchenko O., Shpak N., Dvulit Z. Method of controlling a group of unmanned aircraft for searching and destruction of objects using artificial intelligence elements. - C. 694-710.
- Levitskii R., Zachek I. Influence of uniaxial pressures on dynamic dielectric characteristics of RbHSO4. - C. 711-718.
- Tokarchuk M. Kinetic description of ion transport in the system "ionic solution – porous environment”. - C. 719-733.
- Dzyuba A., Torskyy A. Algorithm of the successive approximation method for optimal control problems with phase restrictions for mechanics tasks. - C. 734-749.
- Markovych B., Senyk Y., Nodzhak L. Stress-deformed state and strength of a locally heterogeneous electrically conductive layer. - C. 750-756.
- Malachivskyy P., Melnychok L., Pizyur Ya. Chebyshev approximation of multivariable functions with the interpolation. - C. 757-766.
- Hladun V., Hoyenko N., Manziy O., Ventyk L. On convergence of function F4(1,2;2,2;z1,z2) expansion into a branched continued fraction. - C. 767-778.
- Voznyak O., Dron V., Medynskyi I. Properties of fundamental solutions, correct solvability of the Cauchy problem and integral representations of solutions for ultraparabolic Kolmogorov–type equations with three groups of spatial variables and with degeneration on the initial hyperplane. - C. 779-790.
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