Introductory Analysis

Introductory Analysis

A Deeper View of Calculus

1st Edition - June 14, 2000

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  • Author: Richard Bagby
  • eBook ISBN: 9780080549422

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Introductory Analysis addresses the needs of students taking a course in analysis after completing a semester or two of calculus, and offers an alternative to texts that assume that math majors are their only audience. By using a conversational style that does not compromise mathematical precision, the author explains the material in terms that help the reader gain a firmer grasp of calculus concepts.

Key Features

@bul:* Written in an engaging, conversational tone and readable style while softening the rigor and theory
* Takes a realistic approach to the necessary and accessible level of abstraction for the secondary education students
* A thorough concentration of basic topics of calculus
* Features a student-friendly introduction to delta-epsilon arguments
* Includes a limited use of abstract generalizations for easy use
* Covers natural logarithms and exponential functions
* Provides the computational techniques often encountered in basic calculus


Undergraduate secondary education and mathematics majors.

Table of Contents

  • The Real Number System.
    Continuous Functions.
    The Derivative.
    The Riemann Integral.
    Exponential and Logarithmic Functions.
    Curves and Arc Length.
    Sequences and Series of Functions.
    Additional Computational Methods.

Product details

  • No. of pages: 201
  • Language: English
  • Copyright: © Academic Press 2000
  • Published: June 14, 2000
  • Imprint: Academic Press
  • eBook ISBN: 9780080549422

About the Author

Richard Bagby

Affiliations and Expertise

New Mexico State University, Las Cruses, U.S.A.

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