Experiments in Topology

by Stephen Barr

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With this book and a square sheet of paper, the reader can make paper Klein bottles; then by intersecting or cutting the bottle, make Moebius strips. Conical Moebius strips, projective planes, the principle of map coloring, the classic problem of the Koenigsberg bridges and other aspects of topology are clearly explained.

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1 review
Quality has a quantity of its own, according to Stephen Barr's accessible account of topology and related mathematical concepts.

This book is excellent for an intelligent adult looking to return to mathematical investigation, without building on a recent "core study" of algebra, geometry, and differential calculus. The issues of exotic topological surfaces, networks, continuity and discreteness, and set theory are all approached in a candid manner with efficient examples. Despite the informality of the prose, anyone reading this like a novel will get very little out of it. This is really a math book, and it often requires the reader to take considerable time to assimilate new ideas.

Part of Barr's approach to the abstractions of topology show more is to encourage the reader to construct paper models to approximate some of the surfaces introduced. These exercises are quite worthwhile. Although there is no "test," the book does include a number of interesting puzzles applying the concepts discussed. show less

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Original publication date
1964

Classifications

Genres
Nonfiction, Science & Nature, General Nonfiction
DDC/MDS
514Natural sciences & mathematicsMathematicsTopology
LCC
QA611 .B26ScienceMathematicsMathematicsGeometry. Trigonometry. Topology
BISAC

Statistics

Members
198
Popularity
165,753
Reviews
1
Rating
(3.75)
Languages
English, French
Media
Paper, Ebook
ISBNs
5
UPCs
1
ASINs
5