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- Q5018904 subject Q7211696.
- Q5018904 subject Q7311627.
- Q5018904 subject Q7313689.
- Q5018904 subject Q8811519.
- Q5018904 abstract "Michael Spivak's Calculus on Manifolds: A Modern Approach to Classical Theorems of Advanced Calculus (1965, ISBN 0-8053-9021-9) is a short text treating analysis in several variables in Euclidean spaces and on differentiable manifolds. The book develops the classical theorems of advanced calculus, those of Green, Gauss, and Stokes, in the language of differential forms and in the context of differentiable manifolds embedded in Euclidean space. Calculus on Manifolds aims to present the topics of vector analysis in the manner that they are seen by a working mathematician, yet simply and selectively enough to be understood by strong undergraduate students.Another textbook often used in undergraduate courses to supplement Spivak's book is the text Analysis on Manifolds (1997, ISBN 978-0-201-31596-7) by James Munkres.The cover of Calculus on Manifolds features a copy of the original publication of Stokes' theorem as it was written in a letter by Lord Kelvin to Sir George Stokes.".
- Q5018904 wikiPageExternalLink 9780805390216.
- Q5018904 wikiPageWikiLink Q1047080.
- Q5018904 wikiPageWikiLink Q122701.
- Q5018904 wikiPageWikiLink Q155907.
- Q5018904 wikiPageWikiLink Q17295.
- Q5018904 wikiPageWikiLink Q254516.
- Q5018904 wikiPageWikiLink Q321237.
- Q5018904 wikiPageWikiLink Q338886.
- Q5018904 wikiPageWikiLink Q3552958.
- Q5018904 wikiPageWikiLink Q3710524.
- Q5018904 wikiPageWikiLink Q467756.
- Q5018904 wikiPageWikiLink Q7211696.
- Q5018904 wikiPageWikiLink Q7311627.
- Q5018904 wikiPageWikiLink Q7313689.
- Q5018904 wikiPageWikiLink Q7754.
- Q5018904 wikiPageWikiLink Q8811519.
- Q5018904 comment "Michael Spivak's Calculus on Manifolds: A Modern Approach to Classical Theorems of Advanced Calculus (1965, ISBN 0-8053-9021-9) is a short text treating analysis in several variables in Euclidean spaces and on differentiable manifolds. The book develops the classical theorems of advanced calculus, those of Green, Gauss, and Stokes, in the language of differential forms and in the context of differentiable manifolds embedded in Euclidean space.".
- Q5018904 label "Calculus on Manifolds (book)".