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Title: Measure Topology and Fractal Geometry (Undergraduate Texts in Mathematics) by Gerald A. Edgar, J. H. Ewing, F. W. Gehring ISBN: 0-387-97272-2 Publisher: Springer Verlag Pub. Date: July, 1995 Format: Hardcover Volumes: 1 List Price(USD): $47.95

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Average Customer Rating: 4.33 (3 reviews)

Rating: 4
Summary: A nice book
Comment: I liked this book because it provided me with a new perspective on metric spaces, in using them as a basis learning about fractals. I think it serves as a nice book for an undergraduate to read and get enthused about studying fractals at a higher level.

Rating: 4
Summary: Good starting point to study fractal geometry.
Comment: This book could be used as a bridge between traditional books on topology-analysis and the speciallized treatises on fractal geometry. More a catalog of definitions, methods, and references than a course text, it covers the fundamental topological and measure-theoretic concepts needed to understand the principles of some of the different dimension theories that exist. But warning: the book is far away of being a complete exposition on any of the subjects it includes.

Suitable for 3rd-year undergrads. Interesting examples and exercises. Extensive bibliography.

Please check my other reviews in my member page (just click on my name above).

Rating: 5
Summary: A difficult but worthy book!
Comment: The programs are in LOGO: don't let the turtles fool you, this is the real stuff by a master teacher. It is hard and the examples are even harder. The problem sets are at times impossible, but in the end Dr. Edgar delivers: understanding! Your unique Associates ID is: thefractaltransl.