Meyers type estimates for approximate solutions of nonlinear parabolic equations and their applications
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In this paper we obtain Meyers type L p+-estimates for approximate solutions of nonlinear parabolic equations. This research is motivated by a numerical homogenization of these type of equations . Using derived estimates we show the convergence of numerical solutions obtained from numerical homogenization methods. VSP 2005.
Journal of Numerical Mathematics
author list (cited authors)
Efendiev, Y., & Pankov, A.
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