Abstract
In this paper we study the homogenization of degenerate quasilinear parabolic equations: $$ \partial _{t} u - {\text{div}}a{\left( {\frac{t} {\varepsilon },\frac{x} {\varepsilon },u,\nabla u} \right)} = f{\left( {t,x} \right)}, $$ where a(t, y, α, λ) is periodic in (t, y).
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