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Mathematics, Study & Teaching
Discovering Higher Mathematics: Four Habits of Highly Effective Mathematicians by Alan Levine β€” book cover

Discovering Higher Mathematics: Four Habits of Highly Effective Mathematicians

by Alan Levine
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Synopsis

Discovering Higher Mathematics: Four Habits of Highly Effective Mathematicians provides an interactive transition to the abstraction of higher mathematics. Levine stresses the importance of four main themes (or habits), experimentation, conjecture, proof, and generalization, emphasizing them as processes critical to mathematical thinking.
The book presents elementary topics such as number theory, polynomials, combinatorics, and discrete mathematics as useful tools for learning the four main themes. The author encourages experimentation and derivation of results through a series of guided lessons.
Key Features
• Constructed around four key themes: Experimentation, Conjecture, Proof, and Generalization
• Guidelines for effective mathematical thinking, covering a variety of interrelated topics
• Numerous problems and exercises designed to reinforce the key themes

About the Author, Alan Levine

Alan Levine is a graduate of the State University of New York at Stony Brook with a degree in Operations Research and Applied Math. Since 1983 he has taught at Franklin and Marshall College. He is the co-author, with George Rosenstein, of Discovering Calculus.

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Book Details

Published
October 1, 1999
Publisher
Elsevier Science
Format
Hardcover
ISBN
9780124454606

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