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초록
In this paper, we introduce an algebra of singular integral operators containing Bessel potentials of positive order, and show that the corresponding unital Banach algebra is an inverse-closed Banach subalgebra of B(L-w(q)), the Banach algebra of all bounded operators on the weighted space L-w(q), for all 1 <= q < infinity and Muckenhoupt A(q)-weights w.
키워드
Wiener's lemma; Bessel potential; Integral operator; Spectra; Banach algebra; Muckenhoupt weight; INVERSE-CLOSEDNESS; STABILITY; ALGEBRA
- 제목
- Wiener's lemma for singular integral operators of Bessel potential type
- 저자
- Fang, Qiquan; Shin, Chang Eon; Sun, Qiyu
- 발행일
- 2014-01
- 유형
- Article
- 권
- 173
- 호
- 1
- 페이지
- 35 ~ 54