Cover image for A Basic Course in Real Analysis
Title:
A Basic Course in Real Analysis
Author:
Kumar, Ajit
ISBN:
9781482216370
Publication Information:
Hoboken CRC Press 2015
Physical Description:
Online-Ressource (320 Seiten)
General Note:
IMD-Felder maschinell generiert
Contents:
Front Cover; Contents; Preface; To the Students; About the Authors; List of Figures; Chapter 1: Real Number System; Chapter 2: Sequences and Their Convergence; Chapter 3: Continuity; Chapter 4: Differentiation; Chapter 5: Infinite Series; Chapter 6: Riemann Integration; Chapter 7: Sequences and Series of Functions; Appendix A: Quantifiers; Appendix B: Limit Inferior and Limit Superior; Appendix C: Topics for Student Seminars; Appendix D: Hints for Selected Exercises; Bibliography; Back Cover.
Abstract:
Real Number SystemAlgebra of the Real Number System Upper and Lower Bounds LUB Property and Its Applications Absolute Value and Triangle Inequality Sequences and Their Convergence Sequences and Their Convergence Cauchy Sequences Monotone Sequences Sandwich Lemma Some Important Limits Sequences Diverging to Subsequences Sequences Defined Recursively Continuity Continuous Functions Definition of Continuity Intermediate Value Theorem .Extreme Value Theorem Monotone Functions Limits Uniform Continuity Continuous Extensions Differentiation Differentiability of Functions Mean Value Theorems L'Hospit
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E-Book 546104-1001 QA331.5 .K86 2015
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