What are some recommended books for studying integral calculus and set theory?

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SUMMARY

The forum discussion highlights recommended books for studying integral calculus and set theory. For integral calculus, users suggest "Piskunov" for its extensive problem sets and "Hardy's A Course of Pure Mathematics" for its challenging content. In the realm of set theory, "Axiomatic Set Theory" by Patrick Suppes is recommended, along with a book by Kamke, although the exact title is not specified. These resources are noted for their depth and practice opportunities.

PREREQUISITES
  • Understanding of basic calculus concepts
  • Familiarity with mathematical proofs
  • Knowledge of set theory fundamentals
  • Ability to solve complex mathematical problems
NEXT STEPS
  • Explore "A Course of Pure Mathematics" by G.H. Hardy for advanced integral calculus techniques
  • Study "Axiomatic Set Theory" by Patrick Suppes for foundational set theory concepts
  • Research additional problem sets in "Piskunov" to enhance integral calculus skills
  • Identify and review Kamke's book on set theory for further insights
USEFUL FOR

Students of mathematics, educators teaching calculus and set theory, and anyone seeking to deepen their understanding of these subjects through comprehensive literature.

franz32
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Hello everyone!

Can you recommend me book(s) in integral calculus and set theory
that are great in details and that it contain lots of basic and challenging
practices?

One book for my studies is not enough. =)
 
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I like Piskunov for integral calculus. Tons of problems.
 
Well Hardy's 'A Course of Pure Mathematics' has some monstrosities if you're into integral calculus.

For set theory I'd get Patrick Suppes' Axiomatic Set Theory & the one by Kamke (can't remember exactly what it's called)
 

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