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Q&A #659 |
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These are some of my favorites. Look in the public library, Barnes & Noble, Borders, college math libraries. Alice in Wonderland is a marvelous book. It shows many of the concepts of geometry such as similarity and dilation. When read for its mathematics, it is on a higher level than when read as a story. There is another book that is much "thinner" in size. It is "Flatland" by Abbott. It shows the world viewed from only two dimensions. This book can also be viewed as an essay on social issues with a hierarchy of positions within the society. An adult book is "Chaos" by James Gleick. This has been on the best seller list and should be found in bookstores and public libraries. "Journey through Genius" is a collection of essays on the great theorems of mathematics. Its author is William Dunham ISBN number 0-471-50030-5 John Wiley & Sons.c. 1990 "The Great Mathematicians" by Herbert Westren Turnbull is published by Barnes & Noble Books, 1993. ISBN 1-56619-157-2. "On Growth and Form" by D'Arcy Thompson has recently been republished by Cambridge University Press. It was first published in 1917. For those people interested in biology, it has good mathematics related to it. Look for it at Barnes & Noble. "Was Pythagoras Chinese?" by Frank J. Swetz and T. I. Kao is from the Penn State University Press but most recently published by the National Council of Teachers of Mathematics 1977. This is a small book related to the Pythagorean Theorem. ISBN 0-271-01238-2 "Mind Tools" by Rudy Rucker Houghton Mifflin, ISBN 0-395-46810-8, 1987 is about mathematical reality. It is a difficult book to read in full but is interesting in bits and pieces. "Patterns in Nature" by Peter Stevens, Atlantic Monthly Press, ISBN 0-316- 81328-1. Published in 1974 "The Divine Proportion: A Study in mathematical Beauty" by H.E. Huntley. Published by Dover Publications 1970. ISBN 0-486-22254-3. Of all of the books listed, this is my favorite. -Marielouise, for the Teacher2Teacher service
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