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Research Report MRR01-015
Bernstein-Jörgens theorem for a fourth order partial differential equation
Neil S. Trudinger and Xu-Jia Wang
Abstract:
We introduce a metric, conformal to the affine metric, on a convex graph, and consider the Euler
equation of the volume functional. We establish a priori estimates for solutions and prove a
Bernstein-Jörgens
type result in the two dimensional case.
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