Add to ORKGInversion and characterization of Riesz potentials in weighted spaces via approximative inverse operators Vladimir A.Nogin and Stefan G.Samko Proceedings A. Razmadze Math Institut
We prove Sobolev-type p((.)) -> q ((.))-theorems for the Riesz potential operator I-alpha in the wei...
International e-Conference on Computer Science -- MAY 19-31, 2005 -- ELECTR NETWORKErbay, Hasan/0000...
Given a bounded, non-negative operator W and a projec-tion P on a Hilbert space, we find necessary a...
The method of approximative inverse operators is applied to the inversion problem for the Riesz pote...
AbstractWe study the inversion problem of the Bessel potential operator within the frameworks of the...
The inversion of Riesz potentials for Dunkl transform when G=Z2d is given by using the generalized w...
Thesis (PhD)--Macquarie University, Faculty of Science, Department of Mathematics, 2012.Bibliography...
In this paper, we prove analogues of O'\''Neil'\''s inequalities for the convolution in the weighted...
WOS: 000435418800001We prove the property of two-weight boundedness for the Riesz potential from one...
The book systematically develops the nonlinear potential theory connected with the weighted Sobolev ...
summary:In this paper is proved a weighted inequality for Riesz potential similar to the classical o...
Abstract. We prove that the weighted space of Bessel potentials of order m of functions in the weigh...
Analogues of Riesz potentials and Riesz transforms are defined and studied for the Dunkl transform a...
We study the inversion problem of the Bessel potential operator within the frameworks of the weighte...
Abstract In this article we prove a Riesz potential estimate and a Sobolev inequality for general g...
We prove Sobolev-type p((.)) -> q ((.))-theorems for the Riesz potential operator I-alpha in the wei...
International e-Conference on Computer Science -- MAY 19-31, 2005 -- ELECTR NETWORKErbay, Hasan/0000...
Given a bounded, non-negative operator W and a projec-tion P on a Hilbert space, we find necessary a...
The method of approximative inverse operators is applied to the inversion problem for the Riesz pote...
AbstractWe study the inversion problem of the Bessel potential operator within the frameworks of the...
The inversion of Riesz potentials for Dunkl transform when G=Z2d is given by using the generalized w...
Thesis (PhD)--Macquarie University, Faculty of Science, Department of Mathematics, 2012.Bibliography...
In this paper, we prove analogues of O'\''Neil'\''s inequalities for the convolution in the weighted...
WOS: 000435418800001We prove the property of two-weight boundedness for the Riesz potential from one...
The book systematically develops the nonlinear potential theory connected with the weighted Sobolev ...
summary:In this paper is proved a weighted inequality for Riesz potential similar to the classical o...
Abstract. We prove that the weighted space of Bessel potentials of order m of functions in the weigh...
Analogues of Riesz potentials and Riesz transforms are defined and studied for the Dunkl transform a...
We study the inversion problem of the Bessel potential operator within the frameworks of the weighte...
Abstract In this article we prove a Riesz potential estimate and a Sobolev inequality for general g...
We prove Sobolev-type p((.)) -> q ((.))-theorems for the Riesz potential operator I-alpha in the wei...
International e-Conference on Computer Science -- MAY 19-31, 2005 -- ELECTR NETWORKErbay, Hasan/0000...
Given a bounded, non-negative operator W and a projec-tion P on a Hilbert space, we find necessary a...