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A Primer of Real Analysis by Dan Sloughter




A Primer of Real Analysis - Table of Contents

  • 1. Mathematical Fundamentals
  • 2. Theory of Sequences and Series
  • 3. Set Theory and Cardinality
  • 4. Topology of the Real Line
  • 5. Principles of Limits and Continuity
  • 6. Foundations of Derivatives
  • 7. Construction of Integrals
  • 8. Advanced Topics and More Functions

What You Will Learn in A Primer of Real Analysis

A Primer of Real Analysis by Dan Sloughter is a clear mathematical text designed to transition undergraduate students into higher-level abstract reasoning. Serving as an essential real analysis primer for undergraduate students, this volume covers the real number system, upper and lower bounds, sequence convergence, and point-set topology.

Sloughter’s clear and direct presentation enables students to learn real analysis fundamentals step-by-step. Topics include continuous functions, uniform continuity, the Mean Value Theorem, Riemann integration, and power series, making this a complete dan sloughter primer of real analysis pdf study guide.

Ideal for introductory analysis courses and self-learners, this textbook offers an accessible free real analysis textbook for beginners. Available as an open educational reference, it serves as a reliable real analysis study guide for self-learners mastering core analytical proofs.

Book Details & Specifications

Title: A Primer of Real Analysis by Dan Sloughter
Publisher: Dan Sloughter
Year: 2018
Pages: 157
Type: PDF
Language: English
ISBN-10 #: B07GVQVMBB
ISBN-13 #:
License: CC BY-NC-SA 3.0
Amazon: Amazon

About the Author: Dan Sloughter

The author Dan Sloughter is an Emeritus Professor of Mathematics at Furman University, recognized for his contributions to probability theory, real analysis, and his dedication to creating high-quality open educational resources.

His open textbook A Primer of Real Analysis PDF by Dan Sloughter is appreciated by students and educators for its clear exposition, logical progression, and accessible approach to abstract mathematics.


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