2 edition of The geometry of creation found in the catalog.
The geometry of creation
Robert Odell Bork
Includes bibliography (p. 441-451) and index.
|LC Classifications||NA2706.E85 B67 2011|
|The Physical Object|
|Pagination||xxi, 462 p. :|
|Number of Pages||462|
|LC Control Number||2011921241|
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The flowering of Gothic architecture depended to a striking extent on the use of drawing as a tool of design. By drawing precise "blueprints" with simple tools such as the compass and straightedge, Gothic draftsmen were able to develop a linearized architecture of unprecedented complexity and › Books › Arts & Photography › Architecture.
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The book considers the ”perception” of the geometry in the views both of globality (Part I) and locality (Part II) Geometry & Topology Geometry types in Gambit • Real Geometry: entities characterized by a direct definition of their geometry example: a vertex defined by its coordinates (0,0,0) • Virtual Geometry: entities characterized ONLY by an indirect definition, i.e.
a reference to another entity. example: a vertex is defined as the mid-point of an edge The Geometry of Creation closes with an invitation to extend the study of geometry’s place in Gothic creativity to other visual documents and media (). This book sets the bar high for that endeavor, for Bork sustains rigorous analyses that allow readers to peer over the shoulders of draftsmen while he remains mindful of wider horizons of Define geometry.
geometry synonyms, geometry pronunciation, geometry translation, English dictionary definition of geometry. geometries 1. a book on geometry, esp. a textbook. the shape or form of a surface or solid.
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The geometry of creation: architectural drawing and the dynamics of gothic design. [Robert Odell Bork] -- "The flowering of Gothic architecture depended to a striking extent on the use of drawing as a tool of design.
By drawing precise 'blueprints' with simple tools such as the compass and straightedge, Noncommutative geometry—as we shall use the term—is to an unusual extent the creation of a single mathematician, Alain Connes; his book  is the central text of the subject. The present volume could perhaps be regarded as a sort of extended introduction to that dense and fascinating book.
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