Differential Geometry: Curves -- Surfaces -- Manifolds (Student Mathematical Library, 77)
CategoryDifferential Geometry
Differential Geometry: Curves -- Surfaces -- Manifolds (Student Mathematical Library, 77)
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Customer Reviews
Reviews sourced from verified Amazon purchasers3.0
out of 5
Based on 3 reviews
5★
67%
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Sent me a flawed good
Amazon Customer✓ Verified Purchase•August 11, 2018
I did not like this for the bibliography page was binded when was still folded so it did not open at all. I had to slice the paper in order to see the contents. The page is awfully crinkled as you can see in the photos, and it is worse in person. Why didn't you check before you send me this book? This was not hard to be noticed when you just had a second to turn over the book. That particular page is cut larger than the others and doubled. I do not have time to ship it back to return and get it replaced so I am writing this review instead. Very disappointed.
A beautiful geometry
Seoung Dal Jung•October 9, 2005
This book is very useful for students who are interested in geometry. The book is organized from elementary facts to advanced geometry very well. This book provides to students the reason why they study the geometry. This book explains very easily that the geometry of curves and surfaces can be generalized to high dimensional Riemannian manifolds naturally.
Moreover, the edition of this book is very beautiful and helpful for readers. For example, the important results are placed in boxes.
Moreover, the edition of this book is very beautiful and helpful for readers. For example, the important results are placed in boxes.
Attractive book on differential geometry
Hanno Essen•September 19, 2003
Differential geomety is perhaps the most beautiful part of higher mathematics. It combines geometry, analysis and intuition in a wonderful way. This attractive book is a concise and modern book that manages to be both pedagogical and accurate in a pleasant way. In only 350 pages most of the differential geometry that a non-expert will ever need is outlined. Illustrations and notation seem optimal for their purpose. The book is a worthy successor of classics like Struik, Stoker, and Kreyzig.
