Operator-valued measures, dilations, and the theory of frames
By: Deguang Han, David R. Larson, Bei Liu, Rui Liu
Series: Memoirs of the American Mathematical Society -- number 1075
Publisher: American Mathematical Society
Published: 2014
Place of publication: Providence, Rhode Island
Language: eng
Number of pages: 84
ISBN-13: 9780821891728
Subjects: Vector-valued measures; Operator spaces; Von Neumann algebras; Operator theory
Notes: "May 2014, volume 229, number 1075 (second of 5 numbers)."

Includes bibliographical references (pages 83-84).

Text in English.
Table of contents: title: Preliminaries; title: Frames; title: Operator-valued measures; title: Dilation of operator-valued measures; title: Basic definitions; title: Dilation spaces and dilations; title: Elementary dilation spaces; title: The minimal dilation norm; title: The dual space of the minimal dilation space; title: The maximal dilation norm; title: Framings and dilations; title: Hilbertian dilations; title: Operator-valued measures induced by discrete framings; title: Operator-valued measures induced by continuous frames; title: Dilations of maps; title: Algebraic dilations; title: The commutative case; title: The noncommutative case.