| Contents |
| We study parabolic quasiminimizers, which satis fies parabolic variational inequalities. In
this talk, we show that, under a suitable regularity condition on the boundary, parabolic
$Q$-quasiminimizers related to the parabolic $p$-Laplace equations with given boundary data
are stable with respect to parameters $Q$ and $p$. |
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