Mathematical methods and physico-mechanical fields. – 2023.
– 66, No. 1-2
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Contents |
2023, 66,
No. 1-2 |
3–4 |
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Bondarenko V. M., Styopochkina M.
V. Classification of the posets of minmax types which are symmetric
oversupercritical posets of the eighth order.............................. |
2023, 66,
No. 1-2 |
5–15 |
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Shavarovskii B. Z. On the triangular form of a polynomial matrix
of simple structure and its invariants with respect to semi-scalar
equivalence.......................................... |
2023, 66,
No. 1-2 |
16–22 |
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Prokip
V. M., Mel’nyk O. M., Kolyada R. V. On
divisibility with remainder of polynomial matrices over an arbitrary field....... |
2023, 66,
No. 1-2 |
23–39 |
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Fedorchuk V. M., Fedorchuk V. I.
On partial preliminary group classification of some class of
the (1+3)-dimensional Monge – Ampère
equations. I. One-dimensional Lie algebras........ |
2023, 66,
No. 1-2 |
40–47 |
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Buhrii O. M.,
Buhrii N. V., Kholyavka O. T. Hyperbolic Stokes system of the third order with variable exponent of
nonlinearity............ |
2023, 66,
No. 1-2 |
48–62 |
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Pukal’s’kyi ². D., Yashan B. O. Problem with impulse effect for |
2023, 66,
No. 1-2 |
63–72 |
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Chernukha O. Yu., Chuchvara A. E. Modeling
diffusion processes in a two-phase strip with randomly distributed spherical
inclusions located near boundaries of the body. II. Quantitative analysis............................................. |
2023, 66,
No. 1-2 |
73–84 |
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Loveikin
A. V. Plane potential field outside a
symmetric rectangular cross..................................... |
2023, 66,
No. 1-2 |
85–97 |
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Sulym H. T., Pasternak Ia. M., Vasylyshyn A. V. Thermomagnetoelectroelasticity
of finite bimaterial bodies in the presence of a bonding interlayer of high
thermal conductivity and internal thin inhomogeneities...................................... |
2023, 66,
No. 1-2 |
98–117 |
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Hart E. L., Terokhin B. I. Finite element analysis of stress
concentration in thin plates and cylindrical shells with a circular hole
surrounded by an inclusion of
a functionally graded material. |
2023, 66,
No. 1-2 |
118–128 |
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Solyar
Î. ². Axisymmetric contact problem with regard for
friction and wear............................................ |
2023, 66,
No. 1-2 |
129–140 |
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Ostryk V. I. Receding
of an elastic weighty strip from a rigid base under the action of a normal
concentrated force............ |
2023, 66,
No. 1-2 |
141–157 |
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Orynyak I. V., Kulyk
K. A., Mazuryk R. V. 3D analysis of the geometrically nonlinear
deformation of beams by the method of basic helical elements................................. |
2023, 66,
No. 1-2 |
158–169 |
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2023, 66,
No. 1-2 |
170–177 |
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Popov
V. G., Kyrylova O. I. Iterative method for determining
the stress state under the action of waves on a system of cracks |
2023, 66,
No. 1-2 |
178–187 |
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Zhuravlova
Z. Yu. Mechanical response of a semi-infinite poroelastic
cuboid to an external load........................ |
2023, 66,
No. 1-2 |
188–205 |
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Drebotiy
R. H., Shynkarenko H. A. Heuristic choice of the regularization
parameter for optimal stabilization of the finite element approximations....................................... |
2023, 66,
No. 1-2 |
206–221 |
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Bogdanov V. L., Grigorenko O. Ya.,
Malanchuk V. O., Sorochenko G. V., Tormakhov M. M., Holubieva |
2023, 66,
No. 1-2 |
222–229 |
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Baranovsky
S. V., Bomba A. Ya. Identification
of the parameters of infectious disease model taking into account sorption
therapy under the conditions of diffusion perturbations...... |
2023, 66,
No. 1-2 |
230–241 |
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Maksymuk
O. V., Vasylkiv |
2023, 66,
No. 1-2 |
242–248 |
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Revenko
V. P. Solving
axisymmetric thermoelasticity problems through the use of
complete sets of non-orthogonal functions |
2023, 66,
No. 1-2 |
249–258 |
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Trofymchuk O. M., Kaliukh Iu. |
2023, 66,
No. 1-2 |
259–274 |
