| Digital List Price: | $14.99 |
| Kindle Price: | $9.49 Save $5.50 (37%) |
| Sold by: | Amazon.com Services LLC |
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Algebraic Geometry (Dover Books on Mathematics) Illustrated Edition, Kindle Edition
- ISBN-13978-0486446110
- EditionIllustrated
- PublisherDover Publications
- Publication dateSeptember 5, 2012
- LanguageEnglish
- File size20414 KB
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Product details
- ASIN : B00GHT3HX0
- Publisher : Dover Publications; Illustrated edition (September 5, 2012)
- Publication date : September 5, 2012
- Language : English
- File size : 20414 KB
- Text-to-Speech : Enabled
- Screen Reader : Supported
- Enhanced typesetting : Enabled
- X-Ray : Not Enabled
- Word Wise : Not Enabled
- Sticky notes : On Kindle Scribe
- Print length : 256 pages
- Best Sellers Rank: #2,383,103 in Kindle Store (See Top 100 in Kindle Store)
- #73 in Algebraic Geometry (Kindle Store)
- #579 in Algebraic Geometry (Books)
- Customer Reviews:
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Well the good thing with old texts like this one is that they are more pictorial, closer to the intuition, although one has to put up with old terminologies. The best compromise I found so far is the "Lectures on curves, surfaces and projective varieties" from the EMS; however, the content is a bit less extensive and for true beginners, it is advisable to acquire the knowledge given in the book "Lezioni di geometria analitica e proiettiva" by the same authors (the authors also give some English references for the equivalent content).
I have come to really dislike this book and this author, because
although some of the information I want is here, it is presented so badly, it is very hard work to get it. It is mathematics authorship like this that gives math a bad name.
This text was written in the '50's before the Deligne breakthroughs in this area and the later concentration on Calabi-Yau Algebraic varieties
in the area of mirror symmetry. He uses K for R ( real) and KP_n
for projective spaces, but mostly he is just sloppy about notation for sums and even vectors. His definitions always seem to leave me wondering what exactly he means. Mostly he leaves me wanting a book to explain his book. As a cheap starting place for Algebraic Geometry, you may want to pass this one up until you read something better?





