Joseph G. Conlon

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20112013

most citedStrong Convergence to the homogenized limit of elliptic equations with random coefficients II

1 citations · 1 across the 3 of their papers we have counts for

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math.AP2013

Strong Convergence to the homogenized limit of parabolic equations with random coefficients II

Joseph G. Conlon, Arash Fahim

This paper is concerned with the study of solutions to discrete parabolic equations in divergence form with random coefficients, and their convergence to solutions of a homogenized…

math.AP2012★ 1 cited

Strong Convergence to the homogenized limit of elliptic equations with random coefficients II

Joseph G. Conlon, Arash Fahim

Consider a discrete uniformly elliptic divergence form equation on the $d$ dimensional lattice $Z^{d}$ with random coefficients. In [3] rate of convergence results in homogenization…

math.AP2011

Strong Convergence to the homogenized limit of elliptic equations with random coefficients

Joseph G. Conlon, Thomas Spencer

Consider a discrete uniformly elliptic divergence form equation on the $d$ dimensional lattice $Z^{d}$ with random coefficients. It has previously been shown that if the random envi…