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On Properties of the Second Type Matrix Ball B(2) m;n from Space Cn[m x m]

Rakhmonov, Uktam S., Abdullayev, Jonibek Sh., Рахмонов, Уктам С., Абдуллаев, Джанибек Ш.

: classical domain, matrix ball, automorphism of the matrix ball, volume, Shilov’s boundary

Laurent-Hua Luogeng Series with Respect to the Matrix Ball from Space Cn [m × m]

Khudayberganov, Gulmirza Kh., Abdullayev, Jonibek Sh., Худайберганов, Гулмирза Х., Абдуллаев, Жонибек Ш.

Shilov’s boundary

The Third Mixed Boundary-Value Problem for Strongly Elliptic Differential-Difference Equations in a Bounded Domain

We consider strongly elliptic differential-difference equations with mixed boundary conditions in a

Grain boundary diffusion patterns under nonequilibrium and migration of grain boundaries in nanoctructure materials

Krasilnikov, V. V., Savotchenko, S. E.

In this work the model of grain boundary diffusion from a permanent source along nonequilibrium

Boundary correspondence for homeomorphisms with weighted bounded (p, q)-distortion

Boundary correspondence for homeomorphisms with weighted bounded (p, q)-distortion

Solving the unsteady heat transeer problem with periodic boundary condition by the boundary integral equations method

Sorko, S. A., Karpovich, S. E.

In the paper, a solution of unsteady heat transfer problem with periodic boundary condition

Relationship Between the Bergman and Cauchy-Szeg¨o Ker- nels in the Domains + (n -1) and ℜn I V

Khudayberganov, Gulmirza Kh., Abdullayev, Jonibek Sh., Худайберганов, Гулмирза Х., Абдуллаев, Жонибек Ш.

Shilov’s boundary

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

Solution of Nonhomogeneous Helmholtz Equation with Variable Coefficient Using Boundary Domain Integral Method

Mardanov R., Zaripov S.

© 2018, Pleiades Publishing, Ltd. The Boundary Domain Integral Method (BDIM) is applied

Changes in misorientations of grain boundaries in titanium during deformation

Salishchev, G., Mironov, S., Zherebtsov, S., Belyakov, A.

It was shown that the deformation may result in either increasing or lowering of the boundaries

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