TRANSFERENCE OF BILINEAR OPERATORS BETWEEN JACOBI SERIES AND HANKEL TRANSFORMS

Fan-Sato[8] proved a tranceference theorem with respect to the multilinear operators onR n . Also Blasco-Villarroya[3] proved the similar result with repect to the biilinear operators onZ 2. In this paper, we prove a tranceference theorem of the bilinear operators between Jacobi series and Hankel tr...

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Bibliographic Details
Published inTaiwanese journal of mathematics Vol. 15; no. 4; pp. 1561 - 1573
Main Author Sato, Enji
Format Journal Article
LanguageEnglish
Published Mathematical Society of the Republic of China 01.08.2011
Subjects
Mathematical theorems
Transference
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ISSN1027-5487
2224-6851
DOI10.11650/twjm/1500406364

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Summary:Fan-Sato[8] proved a tranceference theorem with respect to the multilinear operators onR n . Also Blasco-Villarroya[3] proved the similar result with repect to the biilinear operators onZ 2. In this paper, we prove a tranceference theorem of the bilinear operators between Jacobi series and Hankel transforms. 2000Mathematics Subject Classification: Primary 43A22; Secondary 42A45. Key words and phrases: Tranceference theorem, Jacobi series, Hankel transform.
ISSN:1027-5487
2224-6851
DOI:10.11650/twjm/1500406364