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This work deals with the study of a compactness result for a class of pseu-doparabolic problems of type: ∂ t u − div{a(∂ t u + E)∇(u + τ∂ t u)} = 0. with boundary conditions that takes explicitly into account a nonlinear map of ∂ t u. In this paper, we are interested in the mathematical analysis of a nonlinear pseudoparabolic problem. This study rises from(More)
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