**AMS Chelsea Publishing**

Volume: 300;
1978;
246 pp;
Hardcover
**Print ISBN: 978-0-8284-0300-9
Product Code: CHEL/300**

List Price: $36.00

Individual Member Price: $32.40

# Matters Mathematical: Second Edition

Share this page
*I. N. Herstein; I. Kaplansky*

From the Preface: “This book is based on notes prepared for a course at the University of Chicago. The course was intended for nonmajors whose mathematical training was somewhat limited … Mastery of the material requires nothing beyond algebra and geometry normally covered in high school … [I]t could be used in courses designed for students who intend to teach mathematics … We want the reader to see mathematics as a living subject in which new results are constantly being obtained.”

#### Table of Contents

# Table of Contents

## Matters Mathematical: Second Edition

#### Reviews

It is refreshing to find a book composed of so many of the most enjoyable
and interesting topics in mathematics, such as number theory, group
theory, finite geometry, and game theory. The authors have succeeded in
their attempt to impart to the reader “something of the flavor of modern
mathematics.” Even the standard discussion of set theory in the first
chapter is expanded in the last chapter by a treatment of infinite sets.
Each topic is dealt with thoroughly, including a complete discussion of
the most current work and unsolved problems in each area … This book is
a must for schools that train secondary school teachers of mathematics and
will be appreciated by all persons who have a strong interest in
mathematics. *Matters Mathematical* is both an excellent text and
reference book for all undergraduate and graduate libraries.

-- CHOICE

A fascinating … introduction to abstract mathematics.

-- American Mathematical Monthly

The book originates from lectures for nonmajors in mathematics, which were expanded to give a text which could also be used as general introductory material for mathematics students, especially for future teachers … the authors have succeeded very well in creating an adequate picture of mathematics for their audience, and … the topics chosen are optimal for their intentions.

-- Mathematical Reviews

The style is clear and should be easily understood by a non-specialist … of interest even to a specialist … very pleasant reading indeed.

-- Zentralblatt MATH