The concave minimal-graph solution over an (a,eta)-type convex domain in hyperbolic space is C^{max{1/a,1/(n+1)}} with explicit constants, refining the known C^{1/(n+1)} bound.
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Global Regularity for minimal graphs over convex domains in hyperbolic space
The concave minimal-graph solution over an (a,eta)-type convex domain in hyperbolic space is C^{max{1/a,1/(n+1)}} with explicit constants, refining the known C^{1/(n+1)} bound.