Homogenization
Victor L. Berdichevsky, V. V. Jikov, George Papanicolaou · Series on advances in mathematics for applied sciences · 1999
Serguei Kozlov - a review of scientific contributions, A. Beliaev and V. Jikov critical path analysis of transport in highly disordered random media, K.M. Golden and S.M. Kozlov multiscaled homogenization, V.V. Jikov and S.M. Kozlov the effective thermoconductivity and shear modulus of a lattice structure - an asymptotic analysis, S.M. Kozlov and G.P. Panasenko multiparametric problems of homogenization theory, N.S. Bakhvalov and M.E. Eglit nonlinear Darcy law in a random porous medium, A. Yu Beliaev distribution of minimum values of weakly stochastic functionals, V. Berdichevsky asymmetric strain-stress distribution function for crystal with random point defects, L. Beryland optimal design for uncertain loading condition, A. Cherkaev and E. Cherkaeva effective properties of a plane two-phase elastic composites - coupled bulk-shear moduli bounds, L.V. Gibiansky homogenization of the Laplace equation in a partially perforated domain, W. Jager and A. Mikelic control in the coefficients of linear hyperbolic equations via spacio-temporal components, K.A. Lurie multiscale avergaging for ordinary differential equations - applications to the spectral theory of one-dimensional Schrodinger operators with sparse potentials, S.A. Molchanov remarks on an estimate of Serguei Kozlov, U. Mosco central limit theorem and spectral asymptotics for nonlinear stochastic partial differential equation with weak nonlinearity, A.L. Piatnitski.