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M.: Morphing between multiple images

By Todor Georgiev and Michael Wainer


We propose a new, Affine Space treatment of the theory of Morphing. Instead of the standard approach, where morphing is a transition between two images, we propose a natural way of generalizing the theory to an unlimited number of initial images. Any curve in the Affine Space defined by these images represents, in our approach, a movie. Applications in Animation and Image Based 3-D are discussed. 1. Introduction an

Year: 1997
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