Table of Contents:
“…Chapter 8: Bolzano on Continuity and the Intermediate Value Theorem -- Chapter 9:
Understanding Compactness: Early Work, Uniform Continuity to the Heine-Borel Theorem -- Chapter 10: An Introduction to a Rigorous Definition of Derivative -- Chapter 11: Rigorous Debates over Debatable Rigor: Monster Functions in Introductory Analysis -- Chapter 12: The Mean Value Theorem -- Chapter 13: Euler's Rediscovery of e -- Chapter 14: Abel and Cauchy on a Rigorous Approach to Infinite
Series -- Chapter 15: The Definite Integrals of Cauchy and Riemann…”
Call Number: QA20.P73
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