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 Dokl. Akad. Nauk: Year: Volume: Issue: Page: Find

 MATHEMATICS The inverse problem of quantum scattering theory for the general selfadjoint boundary condition at the originZh. U. Aubakirov 513 On some classes of exact solutions of the gravitational field equationsA. V. Bitsadze 517 On the maximum principle for discrete models of the Boltzmann equation and on the connection between the direct and inverse collision integrals of this equationA. V. Bobylev, V. V. Vedenyapin 519 Quadratic conditions for a weak minimum for singular regimes in optimal control problemsA. V. Dmitruk 523 On an asymptotically optimal algorithm for constructing irredundant testsE. V. Dyukova 527 On a nonlinear differential equation of second orderV. M. Evtukhov 531 On lacunae for operators splitting into Euler–Poisson–Darboux factorsL. A. Ivanov 535 Classification of complete and simply connected pseudo-Riemannian spaces $V^n$, $n\ge3$, containing at least one poleN. R. Kamyshanskii 539 Solution of Dedekind's problem on the number of monotonic Boolean functionsA. D. Korshunov 543 On a necessary and sufficient condition for regularity of boundary points for quasi-linear elliptic equations of second orderA. A. Novruzov 547 On the theory of positional control in hyperbolic systemsYu. S. Osipov, S. P. Okhezin 551 Potentials and analogs of Poisson's formula for a second order equation with $n$ singular hyperplanesN. Radjabov 555 The complex wave front in the problem of analyticity of solutions of linear partial differential equationsE. V. Radkevich 559 On conformal mapping of a half-plane onto circular quadranglesA. R. Tsitskishvili 563 MECHANICS Use of a computer in optimum machine design problemsI. I. Artobolevsky, V. I. Sergeev, I. M. Sobol', R. B. Statnikov 567 GEOPHYSICS Space- and time asymptotic solutions to the problem of cumulus developmentA. S. Kabanov 571 MATHEMATICAL PHYSICS Hamiltonian relativistic quantum description of systems of directly interacting particlesS. N. Sokolov 575 Substantiation of the form of basis distribution near the phase transition point in the Ising modelI. R. Yukhnovskii, Yu. K. Rudavskii 579