By Jeffrey Lee – Manifolds and Differential Geometry by (PDF)

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User’s Reviews

Reviews from Amazon users which were colected at the time this book was published on the website:

⭐Excellent graduate text on differential geometry. Well-written and understandable, even without any prior coursework in the subject matter.

⭐Even though its price may be bit high but believe me its worth it. As a physicist i always wondered about math behing General Relativity and Quantum Field Theory. This books is just right and it serves excellent introduction and deep study of differential geometry.Although i wont suggest this book for absolute zero beginners in general relativity a breif knowledge about topology and multivariable calculus is required.

⭐The book is excelent for undergraduated and graduated students who wants a good reference for their differential geometry courses. The author is very clear, and the book is extremely well written. The next step after this book is probably the theory of Morse-Bott, Homology and Cohomology of differential forms and manifolds. This book should be a compulsory reference text book in each undergraduated differential geometry course. Each chapter has a collection of exercise which could provide to students and teachers good challenges.Well written book and very complete. It covers lots of different themes with some application in physics. Everthing is explained in a form which is comprehensive even if you are new in the subject. Moreover when something could be misunderstood (notation) it is always clearly told. In every theme more than one point of view is considered. A perfect book for Differential Geometry.

⭐Very useful and complete book on differential geometry. It can be used as a standard text book on that subject.

⭐The book arrived in time. Of course being an Indian edition you cannot expect the same quality (paper, printing,…) as the edition for the american market but the price is very good.

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