Torsional creep type problems

Maria Fărcăşeanu
University of Sydney
Mon 9th Sep 2019, 12-1pm, Carslaw Room 829 (AGR)

Abstract

The asymptotic behaviour of the sequence of solutions for two families of inhomogeneous problems is studied in a bounded domain $\Omega \subseteq {ℝ}^N$ with smooth boundary $\partial \Omega$. Our study complements some earlier results by Payne & Philippin, Bhattacharya, DiBenedetto & Manfredi and Kawohl obtained in relation with the ”torsional creep problem”.

This is based on joint work with Mihai Mihăilescu and Denisa Stancu-Dumitru.

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