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Contents |
2024, 67, ¹ 1-2 |
1–4 |
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Shavarovskii B. Z. On the classification of one type of polynomial
matrices of simple structure with respect to semiscalar equivalence......................................... |
2024, 67, ¹ 1-2 |
5–14 |
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Fedorchuk V. M.,
Fedorchuk V. I. On the construction
and classification of the common invariant solutions for the
(1+3)-dimensional Euler – Lagrange – Born – Infeld
and homogeneous Monge – Ampère equations................ |
2024, 67, ¹ 1-2 |
15–25 |
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Voznyak Î. H., Ìådynskyi ². P. The fundamental solution of
the Cauchy problem for degenerate parabolic Kolmogorov-type equations of
arbitrary order with degeneration on the initial hyperplane.......................................... |
2024, 67, ¹ 1-2 |
26–44 |
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Pukach P. Ya., Repetylo S. M. The Dirichlet – Neumann
problem for partial differential equations unsolved with respect to the
highest time derivative................................ |
2024, 67, ¹ 1-2 |
45–56 |
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Savenko P. O. On nonuniqueness of solutions of the nonlinear
Urysohn type integral equation with three numerical parameters......................................... |
2024, 67, ¹ 1-2 |
57–68 |
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Kunynets À. V.,
Kutniv M. V., Khomenko N. V. Algorithm
for solving the Sturm – Liouville problem on the basis of the
three-point difference schemes of a high order of accuracy.. |
2024, 67, ¹ 1-2 |
69–77 |
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Kushnir R. M.,
Protsiuk B. V., Protsiuk Yu. B.
Determination of the nonstationary temperature field of a multilayer plate
under nonlinear boundary conditions.......................... |
2024, 67, ¹ 1-2 |
78–88 |
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Tokovyy Yu. V.,
Postolaki L. I. Ensuring targeted
displacements of the elastic half-plane boundary under a steady-state
temperature field using force loading.................... |
2024, 67, ¹ 1-2 |
89–102 |
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Piddubniak O. P. Temperature field in a circular cylindrical channel
of finite length filled with a dispersed mass transferred as a result of the
rotation of an induction heated helix............................................... |
2024, 67, ¹ 1-2 |
103–125 |
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Kushnir R. M.,
Zhydyk U. V. Àn analytic solution to the
bending problem for an inhomogeneous orthotropic cylindrical shell under
local heating and axial loading.................... |
2024, 67, ¹ 1-2 |
126–135 |
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Horechko O. M., Zavodovska N. O. Transverse vibrations of a circular plate with an elastically
restrained edge........... |
2024, 67, ¹ 1-2 |
136–142 |
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Solyar T. Ya.,
Maksymovych Ya. V., Mazurak A. V. Elastoplastic and residual stresses in plates under the local heating
by heat sources............................................ |
2024, 67, ¹ 1-2 |
143–152 |
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Trach V. M.,
Podvornyi A. V., Bondarskyi O. H. Thermoforce deformation of non-thin anisotropic cylindrical shells
protected by a functionally graded material........................ |
2024, 67, ¹ 1-2 |
153–164 |
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Chaplya Ye. Ya., Chernukha O. Yu., Bilushchak Yu. I.
Mathematical modeling of convective diffusion under
conditions of nonlinear sorption in a two-layered porous body |
2024, 67, ¹ 1-2 |
165–175 |
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Ostryk V. I. Boundary wedging of an elastic half-plane and a
plane with a semi-infinite thin rigid inclusion............... |
2024, 67, ¹ 1-2 |
176–191 |
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Vasil’ev K. V.,
Sulym H. T. Elastic equilibrium of a space
with multilayer anisotropic thin band inclusion under longitudinal shear.............................................. |
2024, 67, ¹ 1-2 |
192–206 |
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Popov V. G., Kyrylova O. I. Iterative method for determination of the
two-dimensional dynamic stress state in the presence of a system of thin
rigid inclusions in an elastic body........... |
2024, 67, ¹ 1-2 |
207–216 |
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Maksymuk O. V., Chudyk I. I., Krechkovska H. V.,
Vasylkiv I. M. Contact interaction
and wear of coated bodies based on a model with two bedding coefficients..................... |
2024, 67, ¹ 1-2 |
217–223 |
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Kipnis A. L. Stability of a homogeneous infinite strip under
compression along an internal crack..................... |
2024, 67, ¹ 1-2 |
224–232 |
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NEW ITEMS and INFORMATION Yaroslav Ivanovych Kunets’ (23.08.1956–21.05.2024) ........ |
2024, 67, ¹ 1-2 |
233–234 |