FRACTIONAL INTEGRAL OPERATORS IN NONHOMOGENEOUS SPACES

Publons ID53445676
Wos IDWOS:000270283400014
Doi10.1017/S0004972709000343
TitleFRACTIONAL INTEGRAL OPERATORS IN NONHOMOGENEOUS SPACES
First Author
Last Author
AuthorsGunawan, H; Sawano, Y; Sihwaningrum, I;
Publish DateOCT 2009
Journal NameBULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY
Citation18
AbstractWe discuss here the boundedness of the fractional integral operator I-alpha and its generalized version on generalized nonhomogeneous Morrey spaces. To prove the boundedness of I-alpha, we employ the boundedness of the so-called maximal fractional integral operator I-alpha,I-kappa*. In addition, we prove an Olsen-type inequality, which is analogous to that in the case of homogeneous type.
Publish TypeJournal
Publish Year2009
Page Begin324
Page End334
Issn0004-9727
Eissn1755-1633
Urlhttps://www.webofscience.com/wos/woscc/full-record/WOS:000270283400014
AuthorDr IDHA SIHWANINGRUM, M.Sc.
File55721.pdf