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Excursions in Geometry

By: Material type: TextTextPublication details: New York; Dover Publications; 1990Edition: 1st edDescription: 175pISBN:
  • 9780486265308
Subject(s): DDC classification:
  • 516.1 OGI
Summary: A charming, entertaining, and instructive book &;. The writing is exceptionally lucid, as in the author's earlier books, &; and the problems carefully selected for maximum interest and elegance." &; Martin Gardner.This book is intended for people who liked geometry when they first encountered it (and perhaps even some who did not) but sensed a lack of intellectual stimulus and wondered what was missing, or felt that the play was ending just when the plot was finally becoming interesting.In this superb treatment, Professor Ogilvy demonstrates the mathematical challenge and satisfaction to be had from geometry, the only requirements being two simple implements (straightedge and compass) and a little thought. Avoiding topics that require an array of new definitions and abstractions, Professor Ogilvy draws upon material that is either self-evident in the classical sense or very easy to prove. 
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Text Book Text Book Chanakya University Knowledge Centre Chanakya University Knowledge Centre 516.1 OGI (Browse shelf(Opens below)) Available CU10542

A charming, entertaining, and instructive book &;. The writing is exceptionally lucid, as in the author's earlier books, &; and the problems carefully selected for maximum interest and elegance." &; Martin Gardner.This book is intended for people who liked geometry when they first encountered it (and perhaps even some who did not) but sensed a lack of intellectual stimulus and wondered what was missing, or felt that the play was ending just when the plot was finally becoming interesting.In this superb treatment, Professor Ogilvy demonstrates the mathematical challenge and satisfaction to be had from geometry, the only requirements being two simple implements (straightedge and compass) and a little thought. Avoiding topics that require an array of new definitions and abstractions, Professor Ogilvy draws upon material that is either self-evident in the classical sense or very easy to prove. 

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