Need recommendations for math books

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SUMMARY

The discussion centers on recommendations for math books to assist readers in comprehending Roger Penrose's "The Road to Reality," particularly chapters involving complex number calculus. A participant mentioned using a resource from Georgia Tech to aid their understanding of complex numbers. The goal is to navigate the first 17 chapters of Penrose's book effectively, with suggestions for supplementary materials to facilitate this learning process.

PREREQUISITES
  • Understanding of complex number calculus
  • Familiarity with mathematical analysis
  • Basic knowledge of mathematical proofs
  • Experience with advanced mathematics literature
NEXT STEPS
  • Research "complex number calculus" resources and textbooks
  • Explore "mathematical analysis" literature for foundational concepts
  • Investigate "mathematical proofs" techniques and strategies
  • Look into study guides specifically for "The Road to Reality" by Roger Penrose
USEFUL FOR

Students, mathematicians, and anyone seeking to deepen their understanding of advanced mathematics, particularly those tackling Roger Penrose's complex theories.

Physics_wiz
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So, I'm reading Penrose's "The Road To Reality". I got stuck in chapter 7 that has to do with complex number calculus. A quick google search returned this: http://www.math.gatech.edu/~cain/winter99/complex.html

I plan on getting through that (or part of it) before returning to Penrose's book. I need some good math books recommendations to get me through the first 17 chapters though. I don't really know where else I'll have to put Penrose's book down and learn something new so any recommendations from someone who read Penrose's book would be helpful. My goal is to just get through this whole book and understand everything in it.
 
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you could just post the specific questions you have from penrose on here and we will answer them one at a time. should be quicker than learning all the math he uses in there systematically

like by 20 or 30 years.
 

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