Periodic homogenization of nonlinear non-monotone parabolic operators with three time scales
The author deals with multiscale homogenization of nonlinear non-monotone degenerated parabolic operators. The operators considered are assumed with periodic coefficients and, by means of multiscale convergence method, an accurate homogenization result is obtained. It is also shown that, in spite of the presence of several time scales, the global homogenization problem is not a reiterated one.
scientific article; zbMATH DE number 5790113