Looking for an English Equivalent of Königsberger Analysis 2?

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Homework Help Overview

The discussion revolves around finding English equivalents to the German mathematics textbook "Königsberger Analysis 2," focusing on topics such as multivariable integral calculus, Lebesgue integrals, complex analysis, and functional analysis. The original poster expresses difficulty in learning from lectures and seeks accessible yet rigorous texts to aid their studies.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants suggest various textbooks that cover the desired topics, while the original poster seeks recommendations based on personal learning experiences and preferences for self-study.

Discussion Status

Several participants have provided book recommendations, and the original poster is considering these suggestions. There is an ongoing exploration of suitable resources, but no consensus has been reached regarding the best options.

Contextual Notes

The original poster mentions a preference for books that include worked examples and solutions, indicating a specific learning style that may influence the choice of recommended texts.

Markel
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Hello all,

I study physics in English but at a German university. My current math class roughly follows the book "Königsberger Analysis 2" but I can't find a copy of this in English. I'm kind of in trouble because I don't learn very well from lectures, and only learn from going slowly through a text on my own. Last semester I just tried to revise my notes carefully after each lecture, but it didn't work out so well. So I would be grateful if somebody could recommend me an accessible, yet rigorous, analysis book that deals roughly with the topics of:

Multivariable integral calculus (line integrals, volume integrals etc)
Lebesque Integrals (measure theory)
Complex Analysis
Functional analysis (spaces and operators)

Also, anything that has worked through examples, or questions with solutions is very much welcome.Thanks
 
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Cool, thanks for the link. I like the quote at the end by terrence tao:
It's like if you want to be a good pianist,
you have to do a lot of scales and a lot of practice,
and a lot of that is kind of boring, it's work.
But you need to do that before you can really be very expressive and really play beautiful music.
You have to go through that phase of practice and drill.
- Terry Tao
I was just telling a friend how I decided recently to set aside a few hours a week, aside from homework, just for "practice" and review of the fundamentals
 
Mutivariable calculus: Burkill & burkill a second course in analysis.
Lebeabue integrantion: Lebesgue Integration and measure by alan weir
Comples analysis: complex analysis by priestly
functional analysis: introductory functional analysis with applications, kreysig
 
Thanks for the recomendations. I'll try and get my hands on them.
Are they the books you used for your classes?
 
Yes. This was in 1993-1996
 

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