Title: Numerical homogenization of nonlinear partial differential equations


			     Yalchin Efendiev
			Department of Mathematics
			   Texas A&M University
		      College Station, TX 77843-3368
		      Email: efendiev@math.tamu.edu
	       Web: http://www.math.tamu.edu/~yalchin.efendiev


Abstract:
The numerical homogenization methods presented in this talk are designed to 
compute homogenized solutions. In particular we are interested when the  
heterogeneities have random nature. I will describe numerical homogenization 
methods that we proposed recently and their relation to some other multiscale 
methods. Convergence of these methods for nonlinear parabolic equations will 
be discussed. Numerical examples and applications will be considered.