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 Certain thermoelasticity problems solvable in quadratures. I, IIV. D. Kupradze, T. V. Burchuladze 1735 The periodic vibrations of nonlinear systems with resonance. IIYa. V. Bykov, T. Chinkaraev 1762 Structurally stable properties of linear systems of differential equationsV. M. Millionshchikov 1775 Necessary and sufficient conditions for the stability of the characteristic exponents of a diagonal systemB. F. Bylov, N. A. Izobov 1785 Necessary and sufficient conditions for the stability of the characteristic exponents of a linear systemB. F. Bylov, N. A. Izobov 1794 On the question of stability in the largeS. K. Persidskii 1804 Construction of the set of systems of differential equations corresponding to a given stable integral manifoldL. D. Chervyakova 1811 On the question of the distribution of zeros of the solutions of a linear differential equationG. I. Yutkin 1821 The type $D$ curves of the differential equation $(x+\xi)(x+\eta)yy'=P_3(x,y)$ which arise from a second order closed curveI. K. Lipenkov 1830 Regularization of ill posed problems, and a connection with the method of quasisolutionsO. A. Liskovets 1836 The behavior of a superharmonic function near the boundary of a region of type $A^{(1)}$B. N. Khimchenko 1845 Scattering of a plane wave by a “trap-like” regionA. A. Arsen'ev 1854 Asymptotic behavoir of the Green's function of the equation $p(x)\frac{\partial u}{\partial t}=(-1)^{n+1}\frac{\partial^{2n}u}{\partial x^{2n}}$ as $t\to+0$, $x\to\infty$R. K. Kasumov 1861 Weighted estimates of the first derivatives of the solutions of the Dirichlet problem for nonuniformly elliptic nondivergence quasilinear equations in an unbounded regionV. A. Tarasov 1875 Short Communications A certain generalization of the Frobenius theoremA. I. Perov 1881 Determination of the region of stability of a second order linear differential equation with random coefficients of a special formM. M. Benderskii 1885 The stability of the property that the solutions of linear differential equations shall possess asymptotic parabolasYu. A. Ved' 1889 Volterra integral equations with infinite interval of integrationV. R. Vinokurov 1894 The orthogonality of the derivatives of the eigenforms of the vibrations of an inhomogeneous rodP. Ya. Kirik 1899 People of Soviet science Íèêîëàé Íèêîëàåâè÷ Áîãîëþáîâ (ê 60-ëåòèþ ñî äíÿ ðîæäåíèÿ)I. Z. Shtokalo, N. P. Erugin 1901 Aleksandr Andreevič Samarskiǐ on his fiftieth birthdayA. N. Tikhonov, V. A. Il'in, A. G. Sveshnikov, A. A. Arsen'ev 1909