James R. Munkres. Publisher: Westview Press. Publication Date: Number of Pages: Format: Paperback. Price: ISBN. Analysis on Manifolds has 37 ratings and 1 review. Santaraksita said: It is quite unfortunate that this little gem is not better known. Despite its title. LibraryThing Review. User Review – raydulany – LibraryThing. This book does an excellent job covering its subject matter in great detail. Munkres does not fudge.
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Oindrila Ghosh rated it really liked it Feb 22, Paperbackpages. No logical gap here. Book ratings by Goodreads. Want to Read saving…. May 7, 3. Original scanned image here.
Analysis On Manifolds – James R. Munkres – Google Books
The only downside to the book is that the exercises are not challenging. Snoopzatlordogg rated it really liked it Jun 24, Eric Waggoner rated it really liked it Apr 05, Open Preview See a Problem? Hatem Alyamani rated it it was amazing Apr 10, Goodreads is the world’s largest site for readers with over 50 million reviews. Thanks for telling us about the problem. Log in or Sign up. Goodreads helps you keep track of books you want to read. Photon-hadron Interactions Richard P. This is a great book for people who have just learned multivariable calculus, which I believe is the intended audience.
Oindrila Ghosh rated it it was ok Feb 22, Theory Of Superconductivity J.
Analysis on Manifolds
Accessible to readers with knowledge of basic calculus and linear algebra. This book waters down all the material so much that it is pretty much insulting and the problem sets are soooooooo computational especially compared to the problem sets in Spivak’s book. The sections on differential forms in Munkres are particularly terrible seriously Munkres what do you have against well formulated rigor and theory?
Julio Sueiras rated it really liked it Jan 20, The Best Books of Just use Spivak’s book on calculus on manifolds instead. Cassandra rated it liked it Nov 20, Analysis On Manifolds James R. The friendliest, high quality science and math community on the planet!
Return to Book Page. Sections include series of problems to reinforce concepts. Description A readable introduction to the subject of calculus on arbitrary surfaces or manifolds.
Rearranging a series of nonnegative terms. It is well known that every infinite series of nonnegative terms can be rearranged at will without affecting the limiting value.
Rulebysafiat rated it really liked it May 29, I think Munkres simply assumed that his readers would know this fact. Looking for beautiful books? Janes something to add?
Preview — Analysis on Manifolds by James R. If you respect yourself one bit, you wouldn’t use it.
Sign up using Email and Password. No trivia or quizzes yet. If you like pointless computations over problems that require proofs then get the book but otherwise I would suggest you stay away from it I mean he doesn’t even write anaoysis indices in the correct place for the basis one-forms!