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 Mat. Zametki: Year: Volume: Issue: Page: Find

 Hilbert Module Realization of the Square of White Noise and Finite Difference AlgebrasL. Accardi, M. Skeide 803 Properties of the Absolute That Affect Smoothness of Flows on Closed SurfacesS. Kh. Aranson, E. V. Zhuzhoma 819 A Method of Deducing $L$-Polyhedra for $n$-LatticesE. P. Baranovskii, P. G. Kononenko 830 On Lower Bounds for the $L_1$-Norm of Exponential SumsM. Z. Garaev 842 Almost Combinatorial Selector SetsA. N. Degtev 851 On the Determination of Free Evolution in the Lax–Phillips Scattering Scheme for Second-Order Operator-Differential EquationsS. A. Kuzhel 854 On the Phase Portrait of a Harmonic Oscillator with Friction Perturbed by a Random Process of White Noise TypeG. L. Kulinich, Yu. V. Berhackaya 862 On Rearrangements of the Haar System in $L_p$D. Z. Marshan 870 Weak Solvability of the Dirichlet Problem on Stratified SetsO. M. Penkin, E. M. Bogatov 874 On the Complexity Functions for $T$-Ideals of Associative AlgebrasV. M. Petrogradsky 887 On Equivalent Normings in the Spaces $H_p^r$ on Compact Homogeneous SpacesS. S. Platonov 898 A Probabilistic Approach to the Problem of the Defects of Admissible Sets in a LatticeA. M. Raigorodskii 910 Asymptotics of the Solution to the Cauchy Problem for Linear Parabolic Equations of Second Order with Small DiffusionV. M. Khametov 917 An Analog of the Cameron–Johnson Theorem for Linear $\mathbb C$-Analytic Equations in Hilbert SpaceD. N. Cheban 935 Brief Communications Well-Defined Solvability of Some Differential-Difference Equations in Sobolev SpacesV. V. Vlasov, V. Zh. Sakbaev 939 On $J$-Self-Adjoint Differential Operators Similar to Self-Adjoint OperatorsI. M. Karabash 943 A new representation of the Hamiltonian operator for bosons and fermions. Quantization of free energy and the dependence of the Landau criterion on temperatureV. P. Maslov 945 Image of the Cartesian Product of Cantor $\tau$-Sets under a Smooth MapN. G. Moshchevitin 948 Some Properties of Resolvent Sets of Second-Order Difference Operators with Matrix CoefficientsA. S. Osipov 950