0738205419,Annotated Flatland: A Romance of Many Dimensions,Annotated,Flatland:,A,Romance,of,Many,Dimensions,buy,book,books,purchase,read,Ian Stewart,Ian Stewart
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Quotations

"The word 'meaningful' when used today is nearly always meaningless."

  Paul Johnson

 

 

Annotated Flatland:
A Romance of Many Dimensions

 
  by Ian Stewart, Ian Stewart
 
 
 Take A Trip Around The Word
Take A Trip Around The Word
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Take A Trip Around The Word
Take A Trip Around The Word
Take A Trip Around The Word
  
  
  
Take A Trip Around The Word
Take A Trip Around The Word 


ZIN Product Number: 10208870

 
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 Product Details

  Format: Hardcover, 272 pages
  Publisher: Perseus Publishing
  ISBN: 0738205419
  Release Date: Jan 6, 1992


 
 
Cover to Cover
 From The Publisher
Flatland is a unique, delightful satire that has charmed readers for over a century. Published in 1884 by the English clergyman and headmaster Edwin A. Abbott, it is the fanciful tale of A. Square, a two-dimensional being who is whisked away by a mysterious visitor to The Land of Three Dimensions, an experience that forever alters his worldview. By contemplating the notion of dimensions beyond their own, Abbott's Victorian readers were exposed to the then-radical idea of a fourth dimension -- preparing them for Einstein's spectacular theories of relativity.

Like the original, Ian Stewart's commentary takes readers on a strange and wonderful journey. With clarity and wit, Stewart illuminates Abbott's numerous Victorian references, weaves in little known biographical information about Abbott and his intellectual circle -- elucidating Abbott's remarkable connections to H.G. Wells and the mathematician George Boole -- and traces the scientific evolution of geometric forms and dimensions.

In addition, Stewart provides an extensive bibliography of Abbott's work and that of Charles Howard Hinton, whose wild but ingenious speculations about the fourth dimension undoubtedly inspired Abbott's fable.

Touching on such diverse topics as ancient Babylon, Karl Marx, the Indian Mutiny of 1857, Mary Shelley's Frankenstein, the Gregorian calendar, Mt. Everest, and phrenology, Stewart makes fascinating connections between Flatland and Edwin A. Abbott's life and times. The result is a classic to rival Abbott's own, and a book that will inspire and delight curious readers for generations to come.


 
 
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Table of Contents
 
Prefaceix
Introductionxiii
The Annotated Flatland1
Introduction9
Preface to the Second and Revised Edition, 188421
Part IThis World31
1Of the Nature of Flatland33
2Of the Climate and Houses in Flatland38
3Concerning the Inhabitants of Flatland43
4Concerning the Women49
5Of our Methods of Recognizing one another57
6Of Recognition by Sight65
7Concerning Irregular Figures73
8Of the Ancient Practice of Painting79
9Of the Universal Colour Bill84
10Of the Suppression of the Chromatic Sedition90
11Concerning our Priests97
12Of the Doctrine of our Priests101
Part IIOther Worlds111
13How I had a Vision of Lineland113
14How I vainly tried to explain the nature of Flatland121
15Concerning a Stranger from Spaceland129
16How the Stranger vainly endeavoured to reveal to me in words the mysteries of Spaceland136
17How the Sphere, having in vain tried words, resorted to deeds149
18How I came to Spaceland, and what I saw there155
19How, though the Sphere shewed me other mysteries of Spaceland, I still desired more; and what came of it164
20How the Sphere encouraged me in a Vision181
21How I tried to teach the Theory of Three Dimensions to my Grandson, and with what success187
22How I then tried to diffuse the Theory of Three Dimensions by other means, and of the result191
The Fourth Dimension in Mathematics203
Bibliography of Edwin Abbott Abbott231
Bibliography of Charles Howard Hinton235
Sources and References237
Further Reading239


 
 
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 Keywords
Fourth dimension, Abbott, Edwin Abbott,, 1838-1926, Flatland, Mathematical Physics, Literature - Classics / Criticism, Fiction, Classics, Science Fiction - General, Mathematics, Science, Reference

 
 
 FastFind Line
Inverse Black Hole
By the Numbers
By the Numbers
Cover To Cover
Cover to Cover
Reader's Corner
Reader's Corner
Table of Contents
Table of Contents
Related Reading
Related Reading
Inverse Black Hole
FastFind Line
 
 


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