Mathematical methods and physico-mechanical fields. – 2022. – 65, No. 3-4
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Contents |
2022, 65, No. 3-4 |
1–4 |
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Shavarovskii B.
Z. On the
triangular form of |
2022, 65, No. 3-4 |
5–28 |
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Sheremeta M.
M. Geometric
properties of |
2022, 65, No. 3-4 |
29–43 |
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Shchedryk V. P. Arithmetic properties of the solutions of linear equations............................................ |
2022, 65, No. 3-4 |
44–49 |
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Shchedryk V. P. Arithmetic properties of the solutions of linear equations............................................ |
2022, 65, No. 3-4 |
50–60 |
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Lopushanska H. P., Myaus O. M., Pasichnyk O. V.
Problem of determination of the source with unknown functions in a
fractional diffusion equation..................................... |
2022, 65, No. 3-4 |
61–69 |
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Andriychuk M. I., Yevstyhneiev B. Ye. Asymptotic method of solution
to the problem of electromagnetic field scattering on a set of small
impedance particles............................ |
2022, 65, No. 3-4 |
70–84 |
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Savenko P. O.
Generalization of nonlinear Urysohn integral equation by introducing
additional numerical parameters......... |
2022, 65, No. 3-4 |
85–94 |
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Malachivskyy P. S., Melnychok L. S., Pizyur Ya. V. Chebyshev approximation by Gompertz function....................... |
2022, 65, No.
3-4 |
95–100 |
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Kushnir R. M., |
2022, 65, No. 3-4
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101–110 |
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Marchuk M. V., Pakosh V. S., Kharchenko V. M., Khomyak M. M.
Effective thermoelastic moduli of discrete composite layers within the
framework of the orthotropic material model....... |
2022, 65, No. 3-4
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111–122 |
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Hachkevych
O. R., Terletskii R. F., Ivas’ko R. O. Thermoelastic state of a magnetized ferrite plate
during the propagation of volume magnetostatic waves............................ |
2022, 65, No. 3-4 |
123–135 |
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Shevchuk V.
A.
The investigation of thermal stress state of A half-space with a multilayer
coating under cyclic convective heat exchange with the ambient
medium....................... |
2022, 65,
No. 3-4 |
136–145 |
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Vasil’ev Ê. V.,
Sulym H. T. Longitudinal
shear of anisotropic bimaterial bodies with band inclusions and interfacial
cracks...... |
2022, 65, No. 3-4 |
146–159 |
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Ostryk V.
I. Contact
problem for interfacial exfoliated semi-infinite inclusion............................................. |
2022, 65, No. 3-4 |
160–177 |
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Solyar T.
Ya., Solyar
O. I. Axisymmetric
contact problem for half-space with nonspecified areas of
interaction............... |
2022, 65, No. 3-4 |
178–187 |
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Vovk
O. M.
Thermal state of two contacting thermosensitive layers under
complex heat exchange........................... |
2022, 65, No. 3-4 |
188–197 |
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Sklepus S.
M. Method of
solving geometrically nonlinear bending problems of complex shape plates....................... |
2022, 65, No. 3-4 |
198–207 |
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Horechko
O. M., Zavodovska N. O. Dynamic response of preheated
rectangular plates and panels to impact loading...... |
2022, 65, No. 3-4 |
208–213 |
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Lymarchenko O. S., Lavreniuk M. V.
Application of physics-informed neural networks
to solving dynamic problems of the theory of elasticity..................................... |
2022, 65, No. 3-4
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214–223 |
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Chaplya Ye. Ya.
Mathematical modeling of water softening processes during filtration in
porous media................... |
2022, 65, No. 3-4 |
224–231 |
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Chernukha O. Yu., Chuchvara A. Ye. Modeling
diffusion processes in a two-phase strip with randomly distributed spherical
inclusions located near boundaries of the body. I. Construction of the
mathematical model................................ |
2022, 65, No. 3-4 |
232–246 |
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NEW ITEMS and INFORMATION |
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Pavlo Romanovych Shevchuk (22.04.1934–05.06.2022) ......... |
2022, 65, No. 3-4 |
247–248 |
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ALPHABETICAL
INDEX for 2022 (vol. 65)................ |
2022, 65, No. 3-4 |
249–251 |
