◈ 학술지
◈ 도서
◈ 전자학술지
◈ 투고요령
◈ 수학신간도서
◈ MSC
◈ 논문검색
◈ 학술행사
홈 > 학술정보 >학술행사 > 세미나
2017 서울대학교 수리과학부 세미나

Title
NEW CHARACTERIZATIONS FOR THE WEIGHTED FOCK SPACES
Speaker
남계숙   (서울대 )
Date
2017-05-31 16:00:00
Host
SNU
Place
129-301
Abstract
It is known that the standard weighted Bergman spaces over the complex ball can be characterized by means of Lischitz type conditions. It is also known that the same spaces can be characterized, except for a critical case, by means of integrability conditions of double integrals associated with difference quotients of Bergman functions. In this talk, we obtain characterizations of similar type for the class of weighted Fock spaces whose weights grow or decay polynomially at ∞. In particular, our result for double-integrability characterization shows that there is no critical case for the Fock spaces under consideration. As applications we also obtain similar characterizations for the corresponding weighted Fock-Sobolev spaces of arbitrary real orders.
개인정보보호정책 l 이메일주소집단수집금지 l 뷰어다운로드
qr코드