Buy Textbooks  |  Rent Textbooks  |  Sell Textbooks  |  eTextbooks
Help  |  Questions? 1-877-292-6442
Hello, Sign In
Your Account
0

Ordinary Differential Equations in the Complex Domain - 97 edition

Ordinary Differential Equations in the Complex Domain (ISBN10: 0486696200; ISBN13: 9780486696201)
ISBN13: 978-0486696201
ISBN10: 0486696200

Summary: Graduate-level text offers full and extensive treatments of existence theorems, representation of solutions by series, representation by integrals, theory of majorants, dominants and minorants, questions of growth, much more. Relevant review material on complex analysis supplied. Includes 675 exercises at chapter ends. Bibliography.

Edition/Copyright: 97
Cover: Paperback
Publisher: Dover Publications, Inc.
Published: 04/09/1997
International: No



List Price: $19.95
Used  Currently Sold Out
New  Currently Sold Out
Rental $11.99
Due back 12/19/2014
Rental
Save $7.96 (40%)
  • Free return shipping
  • In stock
  • 21-day satisfaction guarantee
CDs or access codes may not be included
Marketplace sellers starting at $5.94

11 more offers below.

The Marketplace on Textbooks.com
Additional Sellers for Ordinary Differential Equations in the Complex Domain
Just for you, we curate a growing list of independent booksellers, giving you even MORE choices when shopping for your textbooks.
Keep in mind: Marketplace orders do NOT qualify for free shipping. More about the MarketplaceMore about the Marketplace

Filter by:   All (11)  |  New (4)  |  Like New (2)  |  Very Good (3)  |  Good (2)

Price
 
Condition
Seller
Comments
$8.95
+$3.99 s/h
Add marketplace to your cart
VeryGood
Karl Theis CA
Torrance, CA
Seller Rating: 4.87
Mineola, New York, U.S.A. 1997 Soft Cover Reprint Near Fine A LIKE NEW UNMARKED COPY.
$11.00
+$3.99 s/h
Add marketplace to your cart
VeryGood
Michener & Rutledge Bookseller KS
Baldwin City, KS
Seller Rating: 4.87
1997 Paperback Very Good 0486696200. Text clean and tight; Dover Books on Mathematics; 8.46 X 5.54 X 1 inches; 496 pages.
Page:   1  
Close
Close
Close