Principles of mathematical analysis

By:

Rudin, Walter

Material type: Text

TextPublication details: Chennai McGraw Hill 1976Edition: 3rd edDescription: 342pISBN:

9781259064784

Subject(s):

DDC classification:

517 RUD

Summary: Principles of Mathematical Analysis is a comprehensive guide, with eleven chapters which cover concepts relating to mathematical analysis. The book starts with an introduction on concepts such as normal, real and complex fields, sets which are ordered, an extended system of real numbers and Euclidean spaces. There also exercises given towards the end of the chapters and appendices which serve as a reference source. The next chapters broadly cover concepts pertaining to the properties of space i.e. topology and series and sequences of numbers. Within these chapters aspects like connected perfect, finite, countable and uncountable sets and metric spaces are explained. Also, a number of sequences like convergent, cauchy and special sequences, normal and power series and subsequences, along with exercises for practice are given in this book. The other chapters contain subject matters of functions and its series, differentiation, continuity, variables and their functions, theory of Lebesgue and Riemann-Stieltjes Integral and certain special kind of functions. The third edition of Principles of Mathematical Analysis was published by Tata McGraw- Hill Education in 2013. It is available in paperback.

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Holdings
Item type	Current library	Collection	Call number	Status	Date due	Barcode
Book	Plaksha University Library	Mathematics	517 RUD (Browse shelf(Opens below))	Available		001035

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Previous	516.352 BLA Zariski surfaces and differential equations in characteristic P>⁰	516.36 TAL Differential geometry with applications to mechanics and physics	516.37 BEE Global lorentzian geometry	517 RUD Principles of mathematical analysis	518.02 JAI Numerical methods : for scientific and engineering computation	518.02462 CHA Numerical methods for engineers	518.0285 PRE Numerical recipes : the art of scientific computing	Next

Principles of Mathematical Analysis is a comprehensive guide, with eleven chapters which cover concepts relating to mathematical analysis. The book starts with an introduction on concepts such as normal, real and complex fields, sets which are ordered, an extended system of real numbers and Euclidean spaces. There also exercises given towards the end of the chapters and appendices which serve as a reference source. The next chapters broadly cover concepts pertaining to the properties of space i.e. topology and series and sequences of numbers. Within these chapters aspects like connected perfect, finite, countable and uncountable sets and metric spaces are explained. Also, a number of sequences like convergent, cauchy and special sequences, normal and power series and subsequences, along with exercises for practice are given in this book. The other chapters contain subject matters of functions and its series, differentiation, continuity, variables and their functions, theory of Lebesgue and Riemann-Stieltjes Integral and certain special kind of functions. The third edition of Principles of Mathematical Analysis was published by Tata McGraw- Hill Education in 2013. It is available in paperback.

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