2 citations · 3 across the 5 of their papers we have counts for
5 papers
On Dirichlet problem for degenerate Beltrami equations with sources
V. Gutlyanski\uı, O. Nesmelova, V. Ryazanov +1
The present paper is devoted to the study of the Dirichlet problem as with continuous boundary data $φ:\partial D\to\mat…
To the theory of semi-linear Beltrami equations
V. Gutlyanskii, O. Nesmelova, V. Ryazanov +1
The present paper is devoted to the study of semi-linear Beltrami equations which are closely relevant to the corresponding semi-linear Poisson type equations of mathematical physi…
On boundary value problems for inhomogeneous Beltrami equations
V. Gutlyanski\uı, O. Nesmelova, V. Ryazanov +1
We give here results on the existence of nonclassical solutions of the Hilbert boundary value problem in terms of the so-called angular limits (along nontangent curves to the bound…
The Dirichlet problem for semi-linear equations
Vladimir Gutlyanskii, Olga Nesmelova, Vladimir Ryazanov
We study the Dirichlet problem for the semi--linear partial differential equations in simply connected domains of the complex plane wi…
Toward the theory of semi-linear equations
Vladimir Gutlyanskii, Olga Nesmelova, Vladimir Ryazanov
In this paper we study the semilinear partial differential equations in the plane the linear part of which is written in a divergence form. The main result is given as a factorizat…