The Invariant Relations of 3D to 2D Projection of Point Sets
YuanBin Wang, Zhang Bin, Yu Ge
Abstract
The depth information is lost in the projection from a 3D object to a single 2D image and there are no geometric invariants of such a projection. However, there are invariant relations relating the projective invariants of a 3D point set and those of its 2D image under general projective projection. We present a general method to derive these relations in this paper.
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