Ornament Analysis with the Help of Screened Poisson Shape Fields

2016-01-01
In this chapter, some thought-provoking application problems in Ornament Analysis are examined. Fields constructed via Screened Poisson Equation are used as intermediate level representations towards developing solutions. In the considered problems, the fields serve to a variety of purposes – i.e., to embed critical point detection process into a suitable morphological scale space, to regularise an ill-posed search problem, and finally to integrate features in a context – extending the visual functions of the Screened Poisson Equation based shape fields.

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Citation Formats
Z. S. Tarı, Ornament Analysis with the Help of Screened Poisson Shape Fields. 2016, p. 13.