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One of the most widely used texts in its field, this volume has been continuously in print since its initial 1976 publication. The clear, well-written exposition is enhanced by many examples and exercises, some with hints and answers. Prerequisites include an undergraduate course in linear algebra and some familiarity with the calculus of several variables. Review: very satisfied with the content - Probably the best textbook on classical differential geometry of curves and surfaces. Review: Probably the best book at this level - This is a beautiful book, certainly one of my favourites. It talks about the differential geometry of curves and surfaces in real 3-space. If you want a book on manifolds, then this isn't what you're looking for (though it does say something about manifolds at the end); but it is a good book for a course just below that level, or to gain interest and motivation in preparation for a course on manifolds. Top-class exposition, a healthy number of good exercises and lots of very, very nice illustrations. Make no mistake, the book requires some comfort with so-called "advanced calculus" - the reader should be familiar with differentiation of real functions of several variables - but it's certainly a contender for "best book" for a properly prepared student. If you're buying this book to read it in your own time, i.e., it's not for some class you're attending, then you might want to check out the set of lectures on YouTube by Claudio Arezzo, posted on the ICTP channel. Just search "ICTP differential geometry" on YouTube. It's a nice set of recorded lectures based following this book. It's certainly not necessary to read and understand the book, but it will help if you have the time.

| Best Sellers Rank | 407,415 in Books ( See Top 100 in Books ) 327 in Mathematics References 16,904 in Scientific, Technical & Medical |
| Customer Reviews | 4.7 out of 5 stars 241 Reviews |
A**B
very satisfied with the content
Probably the best textbook on classical differential geometry of curves and surfaces.
W**S
Probably the best book at this level
This is a beautiful book, certainly one of my favourites. It talks about the differential geometry of curves and surfaces in real 3-space. If you want a book on manifolds, then this isn't what you're looking for (though it does say something about manifolds at the end); but it is a good book for a course just below that level, or to gain interest and motivation in preparation for a course on manifolds. Top-class exposition, a healthy number of good exercises and lots of very, very nice illustrations. Make no mistake, the book requires some comfort with so-called "advanced calculus" - the reader should be familiar with differentiation of real functions of several variables - but it's certainly a contender for "best book" for a properly prepared student. If you're buying this book to read it in your own time, i.e., it's not for some class you're attending, then you might want to check out the set of lectures on YouTube by Claudio Arezzo, posted on the ICTP channel. Just search "ICTP differential geometry" on YouTube. It's a nice set of recorded lectures based following this book. It's certainly not necessary to read and understand the book, but it will help if you have the time.
R**L
Comprehensive coverage of the material
Pretty much the book that made me a geometer. Remember reading it cover-to-cover as an undergraduate, and there are few books (especially of the given depth) I can claim that of. Loved Do Carmo's writing style, approach and clarity.
A**N
One Star
There are better books available
F**P
The Best!!!
Needless to say, one of the best books in CDG in world. For Sure!!!
J**Z
Gran libro, un clasico
El libro del prof Do Carmo es el mejor texto para un curso inicial de Geometria Diferencial! Excelentes imagenes y un esfuerzo notable de compaginar la intuición geométrica con el formalismo matemático
S**O
La referencia obligada en geometrÃa diferencial
Considera los temas más importantes y esenciales de la geometrÃa diferencial, excelente obra del matemático brasileño Manfredo Do Carmo, con una exposición clara del tema y buenos ejercicios. No solo deberÃa leerse por los profesionales de la matemática, sino también por los aficionados entusiastas, pues la geometrÃa diferencial cuenta con muchos de los resultados más interesantes de la matemática, y por supuesto, yo considero que este libro es la mejor opción, una reimpresión barata, buena y bonita de Dover
M**W
Packed with knowledge
Very authoritative text covers a lot material and interesting example problems. Not an easy read for me: it sometimes skips over development which the author thinks is "straightforward". Only some problems are provided with solutions. I am benefitting greatly and this is a book you would want on your shelf for reference should this subject be of interest.
R**R
Sehr verständlich
Der nicht ganz leichte Inhalt wird im gut gegliederten Buch so dargestellt, dass das Lesen nicht zu einem frustrienden Graus wird. Anhänge ermöglichen eine rasche Auffrischung einiger Grundlagen. Die Aufgaben variieren im Schwierigkeitsgrad, so dass wohl jede Leserin und jeder Leser passenden Übungsstoff findet. Hilfreich ist der Teil, der Hinweise und Lösungen zu den Aufgaben anbietet. Besonders erfreuten mich die kommentierten Hinweise auf weitere Literatur.
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