The Geometry of an Art: The History of the Mathematical Theory of Perspective from Alberti to Monge

Voorkant
Springer Science & Business Media, 23 nov 2008 - 814 pagina's
Key Issues ver since the late 1970s when Pia Holdt, a student of mine at the time, and Jed Buchwald, a colleague normally working in another field, made E me aware of how fascinating the history of perspective constructions is, I have wanted to know more. My studies have resulted in the present book, in which I am mainly concerned with describing how the understanding of the geometry behind perspective developed and how, and to what extent, new insights within the mathematical theoryof perspective influenced the way the discipline was presented in textbooks. In order to throw light on these aspects of the history of perspective, I have chosen to focus upon a number of key questions that I have divided into two groups. Questions Concerning the History of Geometrical Perspective • How did geometrical constructions of perspective images emerge? • How were they understood mathematically? • How did the geometrical constructions give rise to a mathematical theory of perspective? • How did this theory evolve? Inconnectionwith the last question it is natural to takeup the following themes.
 

Geselecteerde pagina's

Inhoudsopgave

The Birth of Perspective
1
Inspiration from Optics
10
Alberti and Piero della Francesca
17
12
50
Leonardo da Vinci
81
2
84
3
115
North of the Alps Before 1600
161
17
451
An Open Window
472
Britain
489
17
511
The GermanSpeaking Areas after 1600
599
Lambert
635
Monge Closing a Circle
707
Appendix One On Ancient Roots of Perspective
723

The Birth of the Mathematical Theory
237
10
251
The Dutch Development after Stevin
291
Italy after Guidobaldo
369
France and the Southern Netherlands after 1600
401
11
436
13
445
Conclusion
730
Appendix Four The Perspective Sources Listed Countrywise
739
First Bibliography PreNineteenth Century Publications on Perspective
747
Second Bibliography Supplementary Literature
771
Index
795
Illustration Credits
811
Copyright

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