I. B. Dadashova
Baku State University
10 Papers
15 Citations
I. B. Dadashova is an academic researcher from Baku State University. The author has contributed to research in topics: Complex plane & Metric (mathematics). The author has an hindex of 2, co-authored 10 publications.
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Papers
S. N. Bernstein Type Estimations in the Mean on the Curves in a Complex Plane
TL;DR: In this article, the authors discuss S. N. Bernstein type inequalities of the most general kind on very general accessible classes of curves in a complex plane and obtain estimations, generally speaking, are not improvable.
Some properties of the potential operators in Morrey spaces defined on Carleson curves
TL;DR: In this article, the authors studied the potential operator ℐα and fractional maximal operator in the Morrey space L p,λ(Γ) on Carleson curves Γ in the limiting case p = (1 − λ)/α.
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Potential operators in modified Morrey spaces defined on Carleson curves
TL;DR: In this article, the potential operator I Γ α, 0 1 in the modified Morrey space and the spaces B M O ( Γ ) defined on Carleson curves was studied.
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Potential operators on carleson curves in morrey spaces
Ahmet Eroglu,I. B. Dadashova +1 more
- 01 Jan 2018
TL;DR: In this article, the potential operator Iα in the Morrey space and the spaces BMO defined on Carleson curves Γ was studied, and it was shown that for 0 < α < 1, Iα is bounded from Lp,λ(Γ) to Lq,λ (Γ), if and only if in the infinite case Γ 1/p − 1/q = α/(1 − λ), 1 < p < (1− λ)/α.
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On One Theorem of G. Freud
TL;DR: In this paper, a generalization and improvement of the G. Freud theorem on arbitrary Jordan curves in the complex plane is presented. But the improvement is limited to the case where the Jordan curve is convex.
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