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| Table of Contents | |
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| On flows of isotropic media
D. D. Ivlev, A. Yu. Ishlinskii, and L. A. Maksimova | 1-8 |
| On the limit state of ideally plastic anisotropic bars and plates
B. G. Mironov | 9-15 |
| A quasistatistical theory of plasticity taking into account the material compressibility
S. N. Ivanchenko, Yu. I. Kadashevich, and S. P. Pomytkin | 16-20 |
| Canonical invariants of coupled plasticity and damage equations
Yu. N. Radaev | 21-35 |
| A polynomial solution of a linearized problem for small elastic-plastic deformations in polar coordinates
M. V. Mikhailova and N. I. Petrov | 36-41 |
| Perturbation method in problems of elastic-plastic torsion of rods
A. N. Sporykhin and Yu. D. Shcheglova | 42-50 |
| Expansion of a cylindrical cavity in an elastic-plastic medium under dynamic loading
V. A. Kolesnikov | 51-57 |
| A physically nonlinear inclusion in a linearly elastic medium (plane problem)
I. Yu. Tsvelodub | 58-68 |
| Elasticity of inhomogeneous media with a hierarchy of the structure
G. A. Vanin | 69-86 |
| Asymptotic analysis of the indentation of a half-space with depth-varying properties by a sphere
S. M. Aizikovich, L. I. Krenev, and I. S. Trubchik | 87-96 |
| Calculation of stresses in the axisymmetric contact problem for a two-layered elastic base
V. M. Alexandrov, J. J. Kalker, and D. A. Pozharskii | 97-106 |
| On a method of solving linear dynamical problems in elasticity
A. D. Chernyshov | 107-115 |
| Interaction of elastic waves of longitudinal shear with a partially separated elastic cylindrical inclusion
V. G. Popov | 116-123 |
| Plane problem of the vertical impact of a cylindrical shell against an elastic half-space
A. G. Gorshkov, D. V. Tarlakovskii, and G. V. Fedotenkov | 124-130 |
| Influence of the direction of the mean velocity of contacting surfaces on the parameters of the elliptic elastohydrodynamic contact
M. Ya. Panovko | 131-136 |
| To the problem of joining a pack of elastic plates along curves
V. V. Sil'vestrov and A. V. Shumilov | 137-144 |
| On the existence of the elastic cantilever beam's state corresponding to the solution of the differential equation
N. A. Barchenkova and N. V. Minaeva | 145-148 |
| Influence of the biaxial loading on the carrying capacity of pipes of gas and oil supply pipelines
V. L. Dil'man and A. A. Ostsemin | 149-154 |
| Identification of errors of the generalized Foucault pendulum
V. F. Zhuravlev | 155-160 |
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