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FIELD Math:Analysis
DATE July 30 (Fri), 2021
TIME 11:00-12:30
PLACE Online
SPEAKER Oh, Jehan
HOST Park, Jung-Tae
INSTITUTE 경북대학교
TITLE Regularity results for the nonlinear thin obstacle problem with double phase in the borderline case
ABSTRACT

In this talk, we consider nonlinear thin obstacle problems involving the energy functional with double phase. The energy functional under consideration is characterized by the fact that both ellipticity and growth switch between a type of polynomial and a type of logarithm according to the modulating coefficient, which can be regarded as a borderline case of the double phase functional with (p,q)-growth.
We provide some conditions on the modulating coefficient and establish regularity results for the thin obstacle problem.

FILE 995841627624284116_1.pdf
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