Copyright © 1994 Published by Elsevier Science B.V.
Experimental investigation of projection and permutation invariants
Received 21 January 1993;
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Abstract
The cross-ratio is the most popular projective invariant. It is invariant under projective transformation but it changes its value under permutation of the arguments. Using the cross-ratio it is however possible to construct invariants that are unchanged under both projections and permutations. There are three different types of these invariants: bounded rational functions, unbounded rational functions and absolute values of rational functions of the cross-ratio. All of them are equivalent under ideal, noise-free conditions. In this paper we investigate the properties of these functions under noise.







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