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Theory Behind Geometric Hashing
• A model M is a an ordered set of feature points.
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• An affine basis is any subset E={e00,e01,e10}
  of noncollinear points of M.
• For basis E, any point x Î M can be represented in
  affine coordinates (x,h).
     x = x(e10 – e00) + h(e01-e00) + e00
e01
e10
e00
x = (x,h)
M = <P1,P2,P3,P4,P5,P6,P7,P8>