Abstract:We prove existence of extremal functions and compactness of the set of extremal functions for twisted sharp đť‘›-dimensional Sobolev inequalities with lower order remainder terms when
n
≥
5
n\geq 5
.
We prove existence of extremal functions and compactness of the set of extremal functions for twisted sharp đť‘›-dimensional Sobolev inequalities with lower order remainder terms when
n
≥
5
n\geq 5
.
We prove existence of extremal functions and compactness of the set of extremal functions for twisted sharp đť‘›-dimensional Sobolev inequalities with lower order remainder terms when
n
≥
5
n\geq 5
.
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