Add to ORKGThe classical Riemann boundary value problem for analytic functions and solutions of more general elliptic systems in the plane modeled many problems of Mathematical Physics, but closed form solutions of such problems are known only in a few cases (see Gakhov [4];Vekua [9];and Begehr-Gilbert [2]). Key words and phrases: Boundary value problemsm, generalized analytic functions, Cauchy integral tye, singular integral operator. 1991 Mathematics. Subjet classification. Primary 45E05, 30E20, 30E25. Th
on the occasion of his 100th birth anniversary Abstract. Originally I. N. Vekua’s theory of generali...
AbstractWe study the solvability of the Riemann–Hilbert problem for a generalized Cauchy–Riemann sys...
We study the Riemann boundary value problem Φ+(t) = G(t)Φ−(t) + g(t), for analytic functions in the...
The classical Riemann boundary value problem for analytic functions and solutions of more general el...
We deal with Riemann boundary value problem for hyperanalytic functions. Furthermore, necessary and ...
In this paper, we study an inhomogeneous Hilbert boundary value problem with a finite index and a bo...
We study the Riemann boundary value problem , for analytic functions in the class of analytic functi...
AbstractFor a generalized biaxially symmetric potential U on a semi-disk D+, a harmonic conjugate V ...
We deal with Riemann boundary value problem for hyperanalytic functions. Further-more, necessary and...
On an arbitrary (in general, noncompact) Riemann surface R, we study integral operators T and II ana...
The problem of describing the function given on a part of the boundary of a domain which can be anal...
Studies the Bitsadze-Samarskii problem for Douglis analytic functions. Consideration Holder subspace...
This paper considers the Schwarz problem that consists in finding a J-analytic function by its real ...
Proceedings cover all topics of the International Conference on Generalized Analytic Functions and T...
AbstractWe are interested in finding solvability conditions for the Riemann boundary value problems ...
on the occasion of his 100th birth anniversary Abstract. Originally I. N. Vekua’s theory of generali...
AbstractWe study the solvability of the Riemann–Hilbert problem for a generalized Cauchy–Riemann sys...
We study the Riemann boundary value problem Φ+(t) = G(t)Φ−(t) + g(t), for analytic functions in the...
The classical Riemann boundary value problem for analytic functions and solutions of more general el...
We deal with Riemann boundary value problem for hyperanalytic functions. Furthermore, necessary and ...
In this paper, we study an inhomogeneous Hilbert boundary value problem with a finite index and a bo...
We study the Riemann boundary value problem , for analytic functions in the class of analytic functi...
AbstractFor a generalized biaxially symmetric potential U on a semi-disk D+, a harmonic conjugate V ...
We deal with Riemann boundary value problem for hyperanalytic functions. Further-more, necessary and...
On an arbitrary (in general, noncompact) Riemann surface R, we study integral operators T and II ana...
The problem of describing the function given on a part of the boundary of a domain which can be anal...
Studies the Bitsadze-Samarskii problem for Douglis analytic functions. Consideration Holder subspace...
This paper considers the Schwarz problem that consists in finding a J-analytic function by its real ...
Proceedings cover all topics of the International Conference on Generalized Analytic Functions and T...
AbstractWe are interested in finding solvability conditions for the Riemann boundary value problems ...
on the occasion of his 100th birth anniversary Abstract. Originally I. N. Vekua’s theory of generali...
AbstractWe study the solvability of the Riemann–Hilbert problem for a generalized Cauchy–Riemann sys...
We study the Riemann boundary value problem Φ+(t) = G(t)Φ−(t) + g(t), for analytic functions in the...