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
Title
The Hodge-Laplacian : boundary value problems on Riemannian manifolds / Dorina Mitrea [and three others].
Publication Info.
Berlin, [Germany] ; Boston, [Massachusetts] : De Gruyter, 2016.
2016
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 (528 pages).
text rdacontent
computer rdamedia
online resource rdacarrier
Series
De Gruyter Studies in Mathematics, 0179-0986 ; Volume 64
De Gruyter studies in mathematics ; Volume 64.
Bibliography
Includes bibliographical references and index.
Note
Description based on print version record.
Subject
Riemannian manifolds.
Boundary value problems.
Genre/Form
Electronic books.
Added Author
Mitrea, Dorina, 1965- author.
Other Form:
Print version: Hodge-Laplacian : boundary value problems on Riemannian manifolds. Berlin, [Germany] ; Boston, [Massachusetts] : De Gruyter, c2016 ix, 516 pages De Gruyter studies in mathematics ; Volume 64. 9783110482669 2016033433
ISBN
9783110482669
9783110483390 (electronic bk.)
9783110484380 (electronic bk.)
Available items only
