INVERTIBILITY OF SOME SINGULAR INTEGRAL OPERATORS WITH SHIFT

prev
next

Author(s)

INVERTIBILITY OF SOME SINGULAR INTEGRAL OPERATORS WITH SHIFT A.V. Sargsyan

The paper studies some singular integral operators with the Carleman shift. Sufficient conditions ensuring the invertibility of these operators are obtained. The scheme for construction of an invertible operator is given.

DOI: 10.46991/PYSUA.2011.45.2.033 Physical and Mathematical Sciences, 45(2 (225) 33-44

Download PDF

Keywords

singular operator, shift

Share

Contact admin with any questions, comments or concerns

[email protected]

Download PDF

vol45_no2_2011_pp033-044.pdf View

PDF Preview

You May Also Be Interested In

AN EXAMPLE OF DOUBLE FOURIER–HAAR SERIES WITH A NONREGULAR SUBSERIES

Submittion Date 2025-02-06 12:57:17
Publication Date 2017-03-20

ON A GENERALIZED FORMULA OF TAYLOR–MACLAURINTYPE IN A NEIGHBORHOOD OF +∞

Submittion Date 2025-02-17 13:20:13
Publication Date 2013-11-20

Note on Matuzsewska-Orlich indices and Zygmundinequalities

Submittion Date 2024-12-20 07:02:10
Publication Date 2010-04-08

INVERTIBILITY OF SOME SINGULAR INTEGRAL OPERATORS WITH SHIFT

Author(s)

Author(s)

INVERTIBILITY OF SOME SINGULAR INTEGRAL OPERATORS WITH SHIFT A.V. Sargsyan

Keywords

Share

Contact admin with any questions, comments or concerns

Download PDF

PDF Preview

You May Also Be Interested In

AN EXAMPLE OF DOUBLE FOURIER–HAAR SERIES WITH A NONREGULAR SUBSERIES

ON A GENERALIZED FORMULA OF TAYLOR–MACLAURINTYPE IN A NEIGHBORHOOD OF +∞

Note on Matuzsewska-Orlich indices and Zygmundinequalities

News & Updates

Subscribe to TheGufo Newsletter​

Subscribe to TheGufo Newsletter