This unique book provides a collection of more than 200 mathematical
problems and their detailed solutions, which contain very useful tips
and skills in real analysis. Each chapter has an introduction, in which
some fundamental definitions and propositions are prepared. This also
contains many brief historical comments on some significant mathematical
results in real analysis together with useful references.Problems and
Solutions in Real Analysis may be used as advanced exercises by
undergraduate students during or after courses in calculus and linear
algebra. It is also useful for graduate students who are interested in
analytic number theory. Readers will also be able to completely grasp a
simple and elementary proof of the prime number theorem through several
exercises. The book is also suitable for non-experts who wish to
understand mathematical analysis.