Perspective as Symbolic Form
Erwin Panofsky; Christopher Wood (tr)
Language: English
Published by Zone, 2009
Series: Book 4 of 10 - Zone Books
- First Edition
- Softcover
- Used

Condition: Used - Very good
US$ 15.00
Quantity: 1 available
Add to basketItem description from seller
5th printing. Some shelfwear.
Seller Inventory # 6000202
- Title
- Perspective as Symbolic Form
- Author
- Erwin Panofsky; Christopher Wood (tr)
- Publisher
- Zone
- Publication year
- 2009
- Condition
- Very good
- Dust jacket
- No jacket
- Binding
- Softcover
- Language
- English
- ISBN 10
- 0942299531
- ISBN 13
- 9780942299533
- Edition
- 1st Edition
- Series
- Book 4 of 10: Zone Books
- Seller catalogs
- Art
Erwin Panofsky’s Perspective as Symbolic Form is one of the great works of modern intellectual history, the legendary text that has dominated all art-historical and philosophical discussions on the topic of perspective in this century. Finally available in English, this unrivaled example of Panofsky’s early method places him within broader developments in theories of knowledge and cultural change.
Here, drawing on a massive body of learning that ranges over ancient philosophy, theology, science, and optics as well as the history of art, Panofsky produces a type of “archaeology” of Western representation that far surpasses the usual scope of art historical studies.
Perspective in Panofsky’s hands becomes a central component of a Western “will to form,” the expression of a schema linking the social, cognitive, psychological, and especially technical practices of a given culture into harmonious and integrated wholes. He demonstrates how the perceptual schema of each historical culture or epoch is unique and how each gives rise to a different but equally full vision of the world.
Panofsky articulates these distinct spatial systems, explicating their particular coherence and compatibility with the modes of knowledge, belief, and exchange that characterized the cultures in which they arose. Our own modernity, Panofsky shows, is inseparable from its peculiarly mathematical expression of the concept of the infinite, within a space that is both continuous and homogenous.
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