Abstract
Abstract
We study the wedge of solutions of the inequality
, where
is a linear elliptic operator of order
acting on functions of
variables. We establish interior estimates of the form
for the elements of this wedge, where
is a compact subdomain of
,
is the Sobolev space,
,
is the Lebesgue space of integrable functions, and the constant
is independent of
.
Cited by
2 articles.
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