Theorie des Fonctions Algebriques de Deux Variables Independantes Tome I & II
by Picard, Emile & Simart, Georges
- Used
- poor
- Condition
- poor
- Seller
-
Washburn, Wisconsin, United States
Payment Methods Accepted
About This Item
Paris France: Gauthier-Villars et Fils, 1897. paperback. poor. 6 1/2 x 10 " This is the two volume set with Tome II published in 1906. This set has been disbound and now in bag. a good reading copy only. pages intact, no binding to volume one, and volume two only has part of the spine paper but pages still threaded.
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Details
- Bookseller
- Chequamegon Book Company (US)
- Bookseller's Inventory #
- 116932
- Title
- Theorie des Fonctions Algebriques de Deux Variables Independantes Tome I & II
- Author
- Picard, Emile & Simart, Georges
- Format/Binding
- Paperback
- Book Condition
- Used - poor
- Quantity Available
- 1
- Publisher
- Gauthier-Villars et Fils
- Place of Publication
- Paris France
- Date Published
- 1897
Terms of Sale
Chequamegon Book Company
Returns accepted on books not as described for full refund including shipping. Returns accepted on not wanted books allowing only for the cost of the book, not shipping. No refunds after 30 days.
About the Seller
Chequamegon Book Company
Biblio member since 2018
Washburn, Wisconsin
About Chequamegon Book Company
Large open shop with over 80,000 books. 40 years in the book business. Scholarly emphasis with especially strong holdings in Native American Studies, Art, Music, History, Natural Science, Math, Poetry and Languages etc. Feel free to contact us with your book wants.
Glossary
Some terminology that may be used in this description includes:
- Spine
- The outer portion of a book which covers the actual binding. The spine usually faces outward when a book is placed on a shelf....
- Poor
- A book with significant wear and faults. A poor condition book is still a reading copy with the full text still readable. Any...
- Reading Copy
- Indicates a book that is perfectly serviceable for reading. It may have a defect or damage. As such, reading copy is not a...