T A Ahmedov

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This paper is devoted to the description of new boundaries using the fractional field, which is constructed by applying the fractional curl operator. Fractional field allows to describe the solution of problem of reflection from specific boundaries of "impedance type", which generalizes canonical boundaries (perfect electric conductor (PEC), perfect(More)
The article exposes the results of experience of laboratory diagnostic of myocardium infarction in patients subjected to operation of coronary artery bypass grafting. The study included patients hospitalized in a planned order and with further coronary artery bypass grafting carried out.
In this paper we introduce a new definition for fractional derivatives of function /spl psi/(r~) which satisfies the homogeneous Helmholtz equation. It is shown, that we have come to such a presentation after consideration of "fractional" solutions of ordinary Helmholtz equation. Also "fractional boundary conditions" are introduced.
In this paper, we analyze some applications of the fractional boundary conditions (FBC) in the two-dimensional problems of wave reflection and diffraction. FBC are used to simulate reflection from dielectric slab where the fractional order depends on the layer parameters. The diffraction of an E-polarized electromagnetic field by a strip with FBC is(More)
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