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Boundary integral equations and its numerical analysis in difraction of te mode on slits in the impedance plane
Gandel, Y. V., Nesvit, K. V.
Boundary integral equations and its numerical analysis in difraction of te mode on slits
POPULAR CULTURE AS AN EXPLANATORY PATTERN IN THE PROCESS OF CLASSROOM STUDIES IN HIGHER EDUCATION
Kim V.I.
. Providing examples from popular culture allows the lecturer to solve at least two ambivalent tasks: 1
Generalized boundary triples, II. Some applications of generalized boundary triples and form domain invariant Nevanlinna functions
Derkach V., Hassi S., Malamud M.
The paper is a continuation of Part I and contains several further results on generalized boundary
Solving the unsteady heat transeer problem with periodic boundary condition by the boundary integral equations method
Sorko, S. A., Karpovich, S. E.
simulation of heat transfer in two dimensional area with oscillating temperature on the boundary.
Analytical solutions for seepage near material boundaries in dam cores: The Davison-Kalinin problems revisited
Kacimov A., Obnosov Y.
-permeable shell of the embankment is carried out by matching the seepage flow rates in the two zones assuming
Quasiclassical boundary conditions for a contact of two metals
Tagirov L., García N.
Transparency of the interface between two metals is discussed in a frame of the quasiclassical
Open Type Tasks as a Tool for Developing Creativity in Secondary School Students
Kalimullin A., Utemov V.
and the system analysis of large samples of experimental data based on assessment according to a two-point scale
Hysteresis of the Electric Polarization in a Two-Layer Ferromagnetic Film with a Vortical Distribution of Magnetization
Shul’ga, N. V., Doroshenko, R. A.
Abstract: Hysteresis of the electric polarization of a two-layer exchange-coupled ferromagnetic
Methods of projecting a point in normed spaces and their application: abstract of a candidate physical and mathematical sciences dissertation: speciality 01.01.07 - computational mathematics
Arutyunova N. K. (Natalya Konstantinovna)
Methods of projecting a point in normed spaces and their application: abstract of a candidate
On the global-in-time existence of a generalized solution to a free-boundary problem
Meirmanov, A. M., Galtseva, O. A., Seldemirov, V. E.
A problem with free (unknown) boundary for a one-dimensional diffusion-convection equation

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