Abstract
The graph of a function f defined in some open set of the Euclidean space of dimension ( p + q ) is said to be a generalized translation graph if f may be expressed as the sum of two independent functions ϕ and ψ defined in open sets of the Euclidean spaces of dimension p and q , respectively. In this paper we give a classification of the generalized translation graphs with constant mean curvature or constant Gauss–Kronecker curvature.
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