Homogenization of a Degenerate Pde With Non Linear Wentzell Boundary Condition

Coulibaly, A.; Diédhiou, Abdoulaye; Sane, Ibrahima

doi:10.12732/ijam.v30i1.3

Int. J. of Appl. Math.

2017

DOI: 10.12732/ijam.v30i1.3

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Homogenization of a Degenerate Pde With Non Linear Wentzell Boundary Condition

A. Coulibaly¹,

Abdoulaye Diédhiou²,

Ibrahima Sane³

Abstract: Abstract:We develop homogenization results of a degenerate semilinear PDE with a Wentzell-type boundary condition. The second order operator is also degenerate. Our approach is entirely probabilistic, and extends the result of Diakhaby and Ouknine [3].

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Homogenization of a Degenerate Pde With Non Linear Wentzell Boundary Condition

Abstract: Abstract:We develop homogenization results of a degenerate semilinear PDE with a Wentzell-type boundary condition. The second order operator is also degenerate. Our approach is entirely probabilistic, and extends the result of Diakhaby and Ouknine [3].

Cited by 0 publications

References 4 publications

No citations

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