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Some Properties of the Automorphisms of the Classical Domain of the First Type in the Space C [m X n]

Khudayberganov, Gulmirza Kh., Erkinboev, Kutlimurot S., Худайберганов, Гулмирза Х., Эркинбоев, Кутлимурот С.

In this article we obtain an analogue of Theorem 2.2.2 from Rudin’s book [6] for classical Cartan

Asymptotics of the Conformal Modulus of Unbounded Symmetric Doubly Connected Domain Under Stretching

Nasyrov S.R., Nguyen Van Giang

, suggested by M. Vourinen, for the case of unbounded domains. We also use classical theorems by Ahlfors

Sobolev inequalities for the symmetric gradient in arbitrary domains

Cianchi A., Maz'ya V.G.

, which allows for arbitrary ground domains in Rn. In the relevant inequalities, boundary regularity

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.

The automorphisms of the matrix ball associated with the classical domains of the second type

Integral properties of the classical warping function of a simply connected domain

Salakhudinov R.

Let u(z,G) be the classical warping function of a simply connected domain G. We prove that the L p

Classical transitions with the topological number changing in the early Universe

© 2018 IOP Publishing Ltd and Sissa Medialab. We consider classical dynamics of two real scalar

Estimation of the L p-norms of stress functions for finitely connected plane domains

Salakhudinov R.

Let u(x, G) be the classical stress function of a finitely connected plane domain G

Integral properties of the classical warping function of a simply connected domain

Salakhudinov R.

Let u(z,G) be the classical warping function of a simply connected domain G. We prove that the L p

Piercing of domain walls: new mechanism of gravitational radiation

© 2018, The Author(s). Domain wall (DW) moving in media undergoes the friction force due

Rellich Type Inequalities with Weights in Plane Domains

in integral inequalities for test functions, defined on plane domains. First we prove a new one dimensional

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