ATAR Notes: Forum
Uni Stuff => Science => Faculties => Mathematics => Topic started by: /0 on May 28, 2010, 05:41:43 pm
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Can anybody recommend a good metric spaces (most books I find only focus on the real number set) / analysis book that covers multivariable calculus? I don't think the notes do such a good job of it.
Specifically in the topics of:
- Contraction mapping
- Inverse function theorem
- Differentiation and Differential Equations
It seems that some of the problems we've gotten require lots of linear algebra, I still need to figure out how that fits into multivar calc
thanks
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I can't recommend a good book, but I can tell you that the number of replies varies inversely with the obscurity of the topic. =P
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I can't recommend a good book, but I can tell you that the number of replies varies inversely with the obscurity of the topic. =P
Do you have a proof of this theorem?
xD
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Can anybody recommend a good metric spaces (most books I find only focus on the real number set) / analysis book that covers multivariable calculus?
A book that covers all of these (except for differentiatial equations) is "Real Mathematical Analysis" by Charles Chapman Pugh. Apart from maybe Walter Rudin and Tom Apostol I don't know too many books that would cover all of these in one. I can't recommend a good book, but I can tell you that the number of replies varies inversely with the obscurity of the topic. =P
Do you have a proof of this theorem?
xD
More important is...
Corollary: Try a different forum too.