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Stability in Kelvin–Voigt poroelasticity.

Straughan, Brian (2021) 'Stability in Kelvin–Voigt poroelasticity.', Bollettino dell'Unione Matematica Italiana., 14 (2). pp. 357-366.


Hölder continuous dependence of solutions upon the initial data is established for the linear theory of Kelvin–Voigt poroelasticity requiring only symmetry conditions upon the elastic coefficients. A novel functional is introduced to which a logarithmic convexity technique is employed.

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Date accepted:10 October 2020
Date deposited:28 October 2020
Date of first online publication:21 October 2020
Date first made open access:28 October 2020

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