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REAL ANALYSIS

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REAL ANALYSIS

REAL ANALYSIS

Book Details

  • Publisher: Scientific International Pvt. Ltd.

  • ISBN: 9789387025516

  • Author: Mukesh Kumar

  • Subject: Mathematics

  • Language: English

  • Binding: Paperback

  • Copyright Year: 2024

About the Book

Real Analysis is a comprehensive textbook that introduces fundamental concepts of real number systems and sequences, with a focus on convergence and series. The book is structured into five chapters:

  1. Real Number System – Covers basic properties of the real number system, including binary and ternary expansions and Cantor ternary.

  2. Sets and Limit Points – Introduction to open and closed sets, finite and infinite sets, and countable sets.

  3. Sequences – Focuses on the properties of sequences and key theorems related to them.

  4. Series – Explores concepts like Cauchy's fundamental test, alternating series, geometric series, and tests like the ratio test.

  5. Convergence of Series of Functions – Discusses absolute convergence, power series, uniform convergence, and Weierstrass’s M-Test.

Each chapter includes Multiple Choice Questions to reinforce learning.

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REAL ANALYSIS

$5.71

$1.71

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Description

Book Details

  • Publisher: Scientific International Pvt. Ltd.

  • ISBN: 9789387025516

  • Author: Mukesh Kumar

  • Subject: Mathematics

  • Language: English

  • Binding: Paperback

  • Copyright Year: 2024

About the Book

Real Analysis is a comprehensive textbook that introduces fundamental concepts of real number systems and sequences, with a focus on convergence and series. The book is structured into five chapters:

  1. Real Number System – Covers basic properties of the real number system, including binary and ternary expansions and Cantor ternary.

  2. Sets and Limit Points – Introduction to open and closed sets, finite and infinite sets, and countable sets.

  3. Sequences – Focuses on the properties of sequences and key theorems related to them.

  4. Series – Explores concepts like Cauchy's fundamental test, alternating series, geometric series, and tests like the ratio test.

  5. Convergence of Series of Functions – Discusses absolute convergence, power series, uniform convergence, and Weierstrass’s M-Test.

Each chapter includes Multiple Choice Questions to reinforce learning.

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