Author Description
Complete coverage without sacrificing learning quality is made possible by the authors of this new introductory text. The fundamental concepts of mathematical analysis and proofs of single variable calculus are presented in a patient and accessible manner that will not overwhelm the average math student. An Introduction to Analysis offers a large variety of examples and exercises that will engage your students in active learning and help them develop an ability to perform analysis.
Menrva's Summary
THE THESIS
This text investigates the fundamental concepts of mathematical analysis and the rigorous proofs underlying single variable calculus. The authors, Gerald G. Bilodeau and Paul R. Thie, utilize their pedagogical experience to present complex theoretical material in a structured, accessible format. By balancing comprehensive coverage with a patient instructional style, the book aims to bridge the gap between introductory calculus and advanced mathematical analysis for the undergraduate student.
THE SCOPE MAP
What You Will Find
- Fundamental concepts of real analysis
- Formal proofs of single variable calculus theorems
- Extensive sets of worked examples and practice exercises
Scope Limits
- Does not cover multivariable analysis or advanced topology
- Focuses primarily on undergraduate-level introductory material
THE AUTHORITY PERSPECTIVE
Instructors and students frequently identify this text as a reliable resource for transitioning from computational calculus to proof-based mathematics. The consensus highlights the book's effectiveness in maintaining academic rigor while remaining approachable for students encountering formal analysis for the first time.
Page Count:
336
Publication Date:
1996-10-01
Publisher:
McGraw-Hill College
ISBN-10:
0070056625
ISBN-13:
9780070056626
Calculus
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Mathematical Analysis
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