发表刊物：Proceedings of the American Mathematical Society

摘要：We study the maximal abelian von Neumann algebra corresponding to L^{\infty}(R) via the Bargmann transform. It is naturally an algebra of operators on the Fock space F^2 , but it can also be realized as a function algebra contained in F^2 . This provides an interesting example of a algebra whose elements are analytic functions.

合写作者：Kehe Zhu

第一作者：Pan Ma

论文类型：期刊论文

学科门类：理学

一级学科：数学

是否译文：否

发表时间：2024-03-14