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Computation of Lightness and Color

A threshold operator is used to separate these two components. Let (x) be a threshold operator [Pg.154]

The expression -V2log(x2 + y2) is equivalent to the delta function 5(x, y). This gives us [Pg.155]

After that, we exponentiate and obtain an estimate of the reflectances. [Pg.155]

Unfortunately, it is not possible to completely recover the original reflectances. For instance, scaling and a constant factor cannot be recovered. Any solution to the equation V/(x, y) = 0 can be added to the input without changing the result of the algorithm. One has to define suitable boundary conditions. Because of this, Horn calls the result lightness [Pg.155]

After thresholding, one needs to undo the Laplacian. In the continuous case, we convolved the output with the function + log/-2. In the discrete case, we have to solve the discretized version of [Pg.159]


See other pages where Computation of Lightness and Color is mentioned: [Pg.154]    [Pg.310]   


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