Note on quantitative homogenization results for parabolic systems in R d. [PDF]
Meshkova Y.
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Matrix-Dependent Multigrid-Homogenization For Diffusion Problems
. For problems with strongly varying or discontinuous diffusion coefficients we present a method to compute coarse-scale operators and to approximately determine the effective diffusion tensor on the coarse-scale level.
S. Knapek
core
Spectral Properties of Classical Waves in High Contrast Periodic Media
We introduce and investigate the band gap sturcture of the frequency spectrum for classical electromagnetic and acoustic waves in a high contrast twocomponent periodic medium. The asymptotics with respect to the high contrast is considered.
P. Kuchment, A. Figotin
core
Eigenfunction martingale estimating functions and filtered data for drift estimation of discretely observed multiscale diffusions. [PDF]
Abdulle A, Pavliotis GA, Zanoni A.
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Heat Conduction in Fine Scale Mixtures With Interfacial Contact Resistance
Heat conduction in a fine scale mixture of two conductors is examined in the presence of a contact resistance between phases. The problem is studied rigorously in the context of periodic homogenization.
Robert Lipton
core
Corrector estimates in homogenization of a nonlinear transmission problem for diffusion equations in connected domains. [PDF]
Kovtunenko VA, Reichelt S, Zubkova AV.
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Estimates for capacity and discrepancy of convex surfaces in sieve-like domains with an application to homogenization. [PDF]
Karakhanyan AL, Strömqvist M.
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Quasi-periodic two-scale homogenisation and effective spatial dispersion in high-contrast media. [PDF]
Cooper S.
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Reduced Models for Ferromagnetic Thin Films with Periodic Surface Roughness. [PDF]
Morini M, Slastikov V.
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A discontinuous Poisson-Boltzmann equation with interfacial jump: homogenisation and residual error estimate. [PDF]
Fellner K, Kovtunenko VA.
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