Mathematical Recreations and Essays
by W. W. Rouse Ball
Publisher: Macmillan 1914
Number of pages: 506
This is a classic collection of mathematical recreations written by W.W. Rouse Ball around 1900. It is a comprehensive first source for information about magic squares, Platonic and Archimedian solids, "Knight's Tours" and other chessboard recreations, and just about any other variety of math-related puzzle you could name.
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Contents: Chess and mathematics; Connection puzzles; Grid determination puzzles; Logic puzzles; Magic squares; Mathematical games; Mathematical puzzles; Mechanical puzzles; Number placement; Paper folding; Polyforms; Publications; Tiling puzzles.
by T. Sundara Row - The Open Court pub. co
The book provides a wide range of ways to fold paper and create the squares, equilateral triangles, rectangles, pentagons, hexagons, octagons, nonagons, decagons and dodecagons, pentedecagons and similar objects. It also contains the conic section...
by Martin Gardner, at al. - AK Peters
Comprises an imaginative collection of pieces created in tribute to Martin Gardner. Contains pieces as widely varied as Gardner's own interests ranging from limericks to lengthly treatises, from mathematical journal articles to personal stories.
by Umesh P N
The puzzles in this volume were discussed in a Malayalam blog for Mathematics teachers in Kerala. Many of these were solved by the readers of that blog. This volume attempts to provide detailed explanation how these can be solved mathematically.