Real Analysis
Chatterjee, Dipak
Real Analysis - 2 - New Delhi PHI Learning 2012 - 789
This revised edition provides an excellent introduction to topics in Real Analysis through an elaborate exposition of all fundamental concepts and results. The treatment is rigorous and exhaustive-both classical and modern topics are presented in a lucid manner in order to make this text appealing to students. Clear explanations, many detailed worked examples and several challenging ones included in the exercises, enable students to develop problem-solving skills and foster critical thinking. The coverage of the book is incredibly comprehensive, with due emphasis on Lebesgue theory, metric spaces, uniform convergence, Riemann–Stieltjes integral, multi-variable theory, Fourier series, improper integration, and parametric integration.
The book is suitable for a complete course in real analysis at the advanced undergraduate or postgraduate level.
9788120345218
Mathematical analysis
Real analysis
Numerical analysis
515.8 CHA
Real Analysis - 2 - New Delhi PHI Learning 2012 - 789
This revised edition provides an excellent introduction to topics in Real Analysis through an elaborate exposition of all fundamental concepts and results. The treatment is rigorous and exhaustive-both classical and modern topics are presented in a lucid manner in order to make this text appealing to students. Clear explanations, many detailed worked examples and several challenging ones included in the exercises, enable students to develop problem-solving skills and foster critical thinking. The coverage of the book is incredibly comprehensive, with due emphasis on Lebesgue theory, metric spaces, uniform convergence, Riemann–Stieltjes integral, multi-variable theory, Fourier series, improper integration, and parametric integration.
The book is suitable for a complete course in real analysis at the advanced undergraduate or postgraduate level.
9788120345218
Mathematical analysis
Real analysis
Numerical analysis
515.8 CHA
