For convex solutions of the special Lagrangian curvature potential equation, boundary curvature blows up if and only if the boundary limiting-phase gap collapses, with optimal rate δ^{-1}.
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Sharp Boundary Recession Criteria for the Special Lagrangian Curvature Potential Equation
For convex solutions of the special Lagrangian curvature potential equation, boundary curvature blows up if and only if the boundary limiting-phase gap collapses, with optimal rate δ^{-1}.