George E. Martin
George E. Martin is Professor of Mathematics at the
University at Albany, SUNY.
His E-mail address is
martin@math.albany.edu
His office telephone is 518-442-4629
His Ph. D. is from the University of Michigan, 1964.
Prof. Martin's newest book, GEOMETRIC CONSTRUCTIONS, was just published in
January 1998 by Springer-Verlag New York. Here is the
TABLE OF CONTENTS:
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Preface
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1 Euclidean Constructions
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2 The Ruler and Compass
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3 The Compass and the Mohr-Mascheroni Theorem
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4 The Ruler
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5 The Ruler and Dividers
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6 The Poncelet-Steiner Theorem and Double Rulers
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7 The Ruler and Rusty Compass
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8 Sticks
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9 The Marked Ruler
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10 Paperfolding
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The Back of the Book
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Suggested Reading and References
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Index
Click here for the PREFACE to GEOMETRIC
CONSTRUCTIONS.
Books in print by George E. Martin
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FOUNDATIONS OF GEOMETRY AND THE NON-EUCLIDEAN PLANE
Springer-Verlag 1975
(Fourth Printing 1998)
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TRANSFORMATION GEOMETRY, An Introduction to Symmetry
Springer-Verlag 1982
(Fourth Printing 1997)
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POLYOMINOES, A Guide to Puzzles and Problems in Tiling
Mathematical Association of America 1991
(Second Printing 1996)
POLYOMINOS contains a list of unsolved problems which will be regularly
updated .
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GEOMETRIC CONSTRUCTIONS
Springer-Verlag 1998
THE HOLIDAY PUZZLE
(A Ten Year Tradition. Send solutions by Martin Luther King
Day to G. Martin, ES127 UAlbany, Albany NY 12222 or
fax:518-442-4731 or email:martin@math.albany.edu.
Solutions are announced on Groundhog Day. Requests for copies
of the solutions will be honored until April Fools' Day.)
TWO MORE DISSECTION PROBLEMS
(This year, late solutions to
The Holiday Puzzle will be accepted until January 26, 1998.
Solutions to be announced on February 2, 1998.)
1. Dissect a square into triangles such that any two of
the triangles are similar but no two are congruent.
2. Dissect a rectangle into rectangles each similar to the
original but no two congruent. (Is there a rectangle that can
be be dissected into n rectangles having the properties
above for each positive integer n with n>2?)
Thanks for visiting my home page.
Best wishes,
George E. Martin
Dept. of Mathematics and Statistics
University
at Albany
Albany NY 12222
Email address: martin@math.albany.edu
January 8, 1998