MINIMAL GRAPHS WITH PLANAR ENDS
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Abstract
In this article, we consider an unbounded minimal graph M ⊂ R3 which is contained in a slab. Assume that ∂M consists of two Jordan curves lying in parallel planes, which is symmetric with the reflection under a plane. If the asymptotic behavior of M is also symmetric in some sense, then we prove that the minimal graph is itself symmetric along the same plane.
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