Topics in Ordinary Differential Equations
de Lakin, William D.; Sanchez, David A
- Usado
- Tapa blanda
- Estado
- Very Good+
- ISBN 10
- 0486616061
- ISBN 13
- 9780486616063
- Librería
-
Colorado Springs, Colorado, United States
Formas de pago aceptadas
Sobre este artículo
NY: Dover Publications, Inc., 1982. Text block clean and tight in lightly edge-worn binding. 154p. w/index. Wraps. Very Good+. 8vo - over 7¾" - 9¾" tall. Paperback.
Reseñas
(¡Iniciar sesión or Crear una cuenta primero!)
Detalles
- Librería
- Clausen Books, RMABA (US)
- Inventario del vendedor #
- 15692
- Título
- Topics in Ordinary Differential Equations
- Autor
- Lakin, William D.; Sanchez, David A
- Formato/Encuadernación
- Tapa blanda
- Estado del libro
- Usado - Very Good+
- ISBN 10
- 0486616061
- ISBN 13
- 9780486616063
- Editorial
- Dover Publications, Inc.
- Lugar de publicación
- NY
- Fecha de publicación
- 1982
- Palabras clave
- Applied Mathematics, Algebra, Magth
- Catálogos del vendedor
- Mathematics;
- Size
- 8vo - over 7¾" - 9¾" tall
Términos de venta
Clausen Books, RMABA
Visa, Mastercard, American Express, Discover/Novus, Checks, Money Orders, and Paypal. RETURNS: Satisfaction guaranteed. Return within 10 days of receipt if not as described. OVSEAS ORDERS: Shipped at cost. The biblio.com shipping template for orders outside the U.S. do not apply.
Sobre el vendedor
Clausen Books, RMABA
Miembro de Biblio desde 2006
Colorado Springs, Colorado
Sobre Clausen Books, RMABA
Established July 1, 1946. Member- Rocky Mountain Antiquarian Booksellers Association. Now exclusively on-line. Used - Old - Rare - Out-of-print - Antiquarian; CERTIFIED APPRAISALS * Visit our homepage at www.clausenbooks.com
Glosario
Algunos términos que podrían usarse en esta descripción incluyen:
- Tight
- Used to mean that the binding of a book has not been overly loosened by frequent use.
- Text Block
- Most simply the inside pages of a book. More precisely, the block of paper formed by the cut and stacked pages of a book....
- Good+
- A term used to denote a condition a slight grade better than Good.