Bridges 2010 Regular Paper
Projection of Point Sets to a Lower Dimension with Applications in the Arts
György Darvas
(Proceedings pages 279–286)
Abstract
The paper deals with projections that map points between sets
represented in different dimensions, in particular we consider
examples of such projections that could have applications in the
arts. Often Art involves projecting higher, in most cases three-,
dimensional objects into two-dimensions. An example with a wide
application is when one makes a correspondence between the points
of the 3D “color cube” and the points of a 2D (plane)
picture. We use this idea to present a decomposition of color
pictures into symmetric and antisymmetric components.
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