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Konrad Schmudgen - An Invitation to Unbounded Representations of -Alg - N555z

Description: About this Item The item is a book Hardback The Author Name is Konrad Schmudgen The Title is An Invitation to Unbounded Representations of -Algebras on Hilbert Space : 285 Condition New Other Comments Pages Count - 400. Binding type - Hardcover. Content Language - English Category - MATHEMATICS / Functional Analysis SCIENCE / Physics / Mathematical & Computational MATHEMATICS / Algebra / Abstract Product Description - This textbook provides an introduction to representations of general -algebras by unbounded operators on Hilbert space, a topic that naturally arises in quantum mechanics but has so far only been properly treated in advanced monographs aimed at researchers. The book covers both the general theory of unbounded representation theory on Hilbert space as well as representations of important special classes of -algebra, such as the Weyl algebra and enveloping algebras associated to unitary representations of Lie groups. A broad scope of topics are treated in book form for the first time, including group graded -algebras, the transition probability of states, Archimedean quadratic modules, noncommutative Positivstellensatze, induced representations, well-behaved representations and representations on rigged modules. Making advanced material accessible to graduate students, this book will appeal to students and researchers interested in advanced functional analysis and mathematical physics, and with many exercises it can be used for courses on the representation theory of Lie groups and its application to quantum physics. A rich selection of material and bibliographic notes also make it a valuable reference. We Use Stock Images Because we have over 2 million items for sale we have to use stock images, this listing does not include the actual image of the item for sale. The purchase of this specific item is made with the understanding that the image shown in this listing is a stock image and not the actual item for sale. For example: some of our stock images include stickers, labels, price tags, hyper stickers, obi's, promotional messages, signatures and or writing which may not be available in the actual item. When possible we will add details of the items we are selling to help buyers know what is included in the item for sale. The details  are provided automatically  from our central master database and can sometimes be wrong. Books are released in many editions and variations, such as standard edition, re-issue, not for sale, promotional, special edition, limited edition, and many other editions and versions.  The Book you receive could be any of these editions or variations. If you are looking for a specific edition or version please contact us to verify what we are selling.   Gift IdeasThis is a  great  gift idea.   Hours of ServiceWe have many warehouses,  some of the warehouses process orders seven days a week, but the Administration Support Staff are located at a head office location, outside of the warehouses, and typically work only Monday to Friday. Location ID 555z iHaveit SKU ID 164374225

Price: 76.3 GBP

Location: GB

End Time: 2024-12-21T05:26:49.000Z

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Konrad Schmudgen - An Invitation to Unbounded Representations of  -Alg - N555z

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Fiction/Non-Fiction: Non-Fiction

Genre/Subject: MATHEMATICS / Functional Analysis

Brand: Graduate Texts in Mathematics

Weight: 0.74

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Title: An Invitation to Unbounded Representations of -Algebras on Hilbe

Release Title: An Invitation to Unbounded Representations of -Algebras on Hilbe

Record Grading: New

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Film/TV Title: An Invitation to Unbounded Representations of -Algebras on Hilb

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Binding Type: Hardcover

Item Length: 233.93

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Item Height: 235 mm

Item Width: 155 mm

Series: Graduate Texts in Mathematics

Author: Konrad Schmudgen

Publication Name: An Invitation to Unbounded Representations of -Algebras on Hilbert Space

Format: Hardcover

Language: English

Publisher: Springer Nature Switzerland A&G

Subject: Mathematics, Physics

Publication Year: 2020

Type: Textbook

Item Weight: 764 g

Number of Pages: 381 Pages

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