Preparing for the Putnam Exam: Finding the Right Book

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SUMMARY

The discussion centers on preparing for the Putnam Exam, with participants recommending specific resources for prospective students. A notable suggestion is the book "Problems and Theorems in Analysis" by G. Pólya and G. Szegő, which is considered suitable for motivated math enthusiasts. Additionally, participants mention that past Putnam problems can be found on the Kalva website and the American Math Competitions site, providing valuable practice material for exam preparation.

PREREQUISITES
  • Understanding of advanced mathematical concepts
  • Familiarity with problem-solving techniques
  • Knowledge of the Putnam Exam format and structure
  • Access to resources like the Kalva website and American Math Competitions site
NEXT STEPS
  • Research "Problems and Theorems in Analysis" by G. Pólya and G. Szegő
  • Explore past Putnam Exam problems on the Kalva website
  • Review strategies for tackling challenging math problems
  • Investigate study groups or forums for Putnam Exam preparation
USEFUL FOR

This discussion is beneficial for freshmen students, math enthusiasts, and anyone preparing for the Putnam Exam who seeks effective study materials and resources.

amcavoy
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I will be a freshmen next fall and am interested in taking the Putnam, even if I won't do very well. Can someone suggest a good book I can begin working out of now so I can prepare?

Thanks.
 
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didn't you start a thread like this or reply in one?
anyways i already stated a book in that thread. Author Larson
 
neurocomp2003 said:
didn't you start a thread like this or reply in one?
anyways i already stated a book in that thread. Author Larson
Ahh ok thanks. I haven't been keeping up with that thread so I guess I missed it.

Thanks
 
the putnam is very difficult exam, the problems are very motivating for the motivated math enthuisists though. All the years can be found at kalva demon as well as on american math competition site.
 
Good Putnam level book

Problems and Theorems in Analysis by G. P\dot{o}lya and G. Szeg\ddot{o}, volumes I and II
 

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