Welcome to the Kids' Library!
Search for books, movies, music, magazines, and more.
Your session will expire automatically in
0
seconds.
Continue session
End session now
Back to Search Results
SearchType
Keyword
Author
Title
Subject
Call Number
Search
Search Scope
PSU Library Consortium
Pittsburg State University
Academic Libraries
Public Libraries
Pittsburg Area
Unified School District
Leonard H. Axe Library
Career Resource Center Library
Eureka Public Library
Fort Scott Community College Library
George Nettels Elementary School Library
Kansas Technology Center Library
Lakeside Elementary School Library
Meadowlark Elementary School Library
Parsons Public Library
Pittsburg Community Middle School Library
Pittsburg High School Library
Pittsburg Public Library
Sedan Public Library
Westside Elementary School Library
Childrens Collection
Available items only
Previous Record
Next Record
Author
Borel, Armand, author.
Title
Essays in the history of Lie groups and algebraic groups / Armand Borel.
Publication Info.
Providence, Rhode Island : American Mathematical Society : London Mathematical Society, 2001.
2001
Connect to
Available to Pittsburg State University patrons only.
Copies
Location
Call No.
OPAC Message
Status
Axe ProQuest E-Book
Electronic Book
---
Available
Description
1 online resource (185 pages) : illustrations, photographs.
text rdacontent
computer rdamedia
online resource rdacarrier
Series
History of Mathematics ; Volume 21
History of mathematics ; Volume 21.
Bibliography
Includes bibliographical references at the end of each chapters and indexes.
Note
Description based on print version record.
Subject
Lie groups -- History.
Linear algebraic groups -- History.
Genre/Form
Electronic books.
Other Form:
Print version: Borel, Armand. Essays in the history of Lie groups and algebraic groups. Providence, Rhode Island : American Mathematical Society : London Mathematical Society, c2001 xiii, 184 pages History of mathematics ; Volume 21. 9780821802885 2001018175
ISBN
9780821802885
9781470438890 (e-book)
Available items only
