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Furthermore, NURBS enable efficient geometry control together with smooth boundaries.
In this paper, we have considered regions with smooth boundaries.
It is obvious that all of the sectors have smooth boundaries and good geometrical shapes.
So far we have considered operators with smooth symbols in domains with smooth boundaries.
Let Ω, D be domains in R 2 with smooth boundaries such that D ¯ ⊂ Ω.
We prove a boundary comparison principle for positive infinity-harmonic functions for smooth boundaries.
Similar(12)
is a bounded domain with smooth boundary.
(Domain with minimally smooth boundary [12]).
Let be bounded with smooth boundary.
where and is a boundary domain in with smooth boundary.
Let Ω be a bounded domain with smooth boundary.
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