Real anlysis [Book] / Dipak Chatterjee.

By:

Chatterjee, Dipak

Material type: Text

TextPublication details: New Delhi : PHI Learning Private Limited, 2012.Edition: 2nd ed. (Easter Economy Edition)Description: xiii, 789 p. ; 18 cmISBN:

9788120345218

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Summary: 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. .

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Holdings
Item type	Current library	Call number	Status	Date due	Barcode	Item holds
Books	Junaid Zaidi Library, COMSATS University Islamabad Ground Floor	515 CHA-R (Browse shelf(Opens below))	Available		47071

Total holds: 0

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Previous	515 CAL Calculus produced by the Calculus Consortium and initially funded by a National Science Foundation Grant /	515 CAL 1324 Calculus and Mathematica derivatives, measuring growth /	515 CAL 1325 Calculus and Mathematica Integrals, measuring accumulated growth /	515 CHA-R Real anlysis	515 CHA-R Real analysis	515 CHO-A Analysis, manifolds, and physics : part I : basics /	515 CLE-C Complete solutions manual for Multivariable calculus	Next

Includes index.

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. .

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