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Recursive tesselation

20 Jan 2009

Produces a 2-D array by means of rec. tesselation.

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Description

This is the basic algorithm for building Bayer's dither array but does so with unlimited size such that:

H=rcrsvtslltn(N)

produces an NxN Bayer's dither array. Code requires N to be an even number. If it is odd, then N is incremented by 1 to make it an even number.

MATLAB release

MATLAB 7.7 (R2008b)

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Everyone's Tags	2d(2), array, bayers, halftoning, image processing(2)
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