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Поиск атрибутный
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Singular Solutions to the Problem with Initial Conditions for the Equation of Anisotropic Diffusion
Аннотация
For the equations of anisotropic diffusion that are used in image processing, a class of functions of the existence of the weak solution to the Cauchy problem in the form of Holder-continuous functions is found. The results of the numerical computations show that infinite gradients (edges) are protected simultaneously with noise elimination. Ключевые слова
anisotropic diffusion, singularities, weak solutions, Holder-continuous functions |
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