Regularity of Viscose Solutions of a Degenerated Parabolic Equation

vol.45 issue1

The Cauchy Problem Associated with a Bidimensional Kuramoto-Sivashinsky Type Equation in the Periodical Setting

Simplified Morasses without Linear Limits

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Revista Colombiana de Matemáticas

Print version ISSN 0034-7426

Abstract

ROMERO POLO, PEDRO and RENDON ARBELAEZ, LEONARDO. Regularity of Viscose Solutions of a Degenerated Parabolic Equation. Rev.colomb.mat. [online]. 2011, vol.45, n.1, pp.19-30. ISSN 0034-7426.

In this paper we study the Cauchy problem for certain degenerated parabolic equation. We obtain the Hölder regularity of the viscose solutions imposing conditions over the exponent m.

Keywords : Viscose Solution; Maximum Principle; Hölder Continuity.

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