OPTIMAL NORM ESTIMATE OF OPERATORS RELATED TO THE HARMONIC BERGMAN PROJECTION ON THE BALL

Choe, Boo Rim; Koo, Hyungwoon; Nam, Kyesook

doi:10.2748/tmj/1287148616

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OPTIMAL NORM ESTIMATE OF OPERATORS RELATED TO THE HARMONIC BERGMAN PROJECTION ON THE BALL

Choe, Boo Rim;
Koo, Hyungwoon;
Nam, Kyesook

Citations

WEB OF SCIENCE

17

Citations

SCOPUS

20

초록

We first obtain an optimal norm estimate for one-parameter family of operators associated with the weighted harmonic Bergman projections on the ball. We then use this result and derive an optimal norm estimate for the weighted harmonic Bergman projections.

키워드

Weighted harmonic Bergman kernel; Harmonic Bergman projection; SPACES; UNIT

제목: OPTIMAL NORM ESTIMATE OF OPERATORS RELATED TO THE HARMONIC BERGMAN PROJECTION ON THE BALL

저자: Choe, Boo Rim; Koo, Hyungwoon; Nam, Kyesook

DOI: 10.2748/tmj/1287148616

발행일: 2010-09

유형: Article

저널명: Tohoku Mathematical Journal

권: 62

호: 3

페이지: 357 ~ 374