Topological Vector Spaces provides a detailed survey of functional analysis. It covers such basic principles as the Banach-Steinhaus ... Hahn-Banach ... and Krein-Milman -- and includes a closed graph theorem with an introduction to webbed spaces. Supplemented by numerous examples and exercises, this volume provides a solid foundation for anyone interested in distribution theory. Topological Vector Spaces is important reading for analysts, physicists and engineers interested in distribution theory, and graduate-level and professional researchers in functional analysis.
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Hardcover. Zustand: Very Good. 1st Edition. Hardcover book in VERY GOOD condition. Actual book is pictured. See images provided. Previous owner's name written on title page. Besides that, all pages are clean without any marks, notations, or folds. Tight binding. 1st edition, 1985. 408 pages. Synopsis Topological Vector Spaces provides a detailed survey of functional analysis. It covers such basic principles as the Banach-Steinhaus . Hahn-Banach . and Krein-Milman -- and includes a closed graph theorem with an introduction to webbed spaces. Supplemented by numerous examples and exercises, this volume provides a solid foundation for anyone interested in distribution theory. Topological Vector Spaces is important reading for analysts, physicists and engineers interested in distribution theory, and graduate-level and professional researchers in functional analysis. About the Author Lawrence Narici and Edward Beckenstein are professors of mathematics at St. John's University in New York. "About this title" may belong to another edition of this title. Bestandsnummer des Verkäufers ABE-1751322387903
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