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 Ordinary Differential Equations On the generation of limit cycles from a separatrix contour in a three-parameter family of dynamical systems on orientable two-dimensional manifoldsA. N. Deryugin, A. Yu. Loskutov 1587 Equiconvergence of biorthogonal expansions in root functions of differential operators. IV. M. Kurbanov 1597 Controllability of linear discrete systems in a Banach space. IIS. A. Minyuk 1610 On the connectedness of values of a solution of a differential equation with multidimensional time without the complete integrability assumptionA. D. Myshkis 1619 Trajectories on a sphere that are generated by Lagrangians with higher-order derivativesYu. N. Orlov, V. M. Suslin 1624 The rotation method and singular numbers of three-dimensional systemsI. N. Sergeev 1630 Partial Differential Equations The wave equation with a boundary control at one end and the other end fixedV. A. Il'in 1640 Multiparametric solutions of the Tzitzeica equationO. V. Kaptsov, Yu. V. Shan'ko 1660 The Fourier method in the Cauchy problem and absolutely representing systems of exponentials. IYu. F. Korobeinik 1669 A boundary value problem of the first kind for some nonlinear differential equations with degeneration on manifolds of arbitrary dimensionsYu. D. Salmanov 1677 $R$-identity of second-order elliptic operators with continuous coefficientsM. R. Faradzheva 1684 On the existence and stability of periodic solutions of an inhomogeneous hyperbolic equationM. Haydukevich, V. A. Chernyatin 1691 On some properties of the parabolic potential of bulk masses. IM. F. Cherepova 1701 Short Communications Investigation of the stability of solutions of nonlinear systems with unbounded perturbationsA. V. Platonov 1707 A mixture of the Leray–Schauder and the Poincaré–Andronov methods in the problem of periodic solutions of ordinary differential equationsV. V. Filippov 1709 The method of small regular perturbations in the investigation of singular differential equations in a Banach spaceV. I. Fomin 1712 Letter to the editor Letter to the editors: “The trace of the Laplace-Beltrami operator with a potential on a Zoll surface” [Differ. Uravn. 35 (1999), no. 4, 528–539, 575; MR1719784]A. N. Bobrov 1713