Minimal surfaces and Colding-Minicozzi entropy in complex hyperbolic space (Q6126461)

The authors study notions of asymptotic regularity for a class of minimal submanifolds of complex hyperbolic space that includes minimal Lagrangian submanifolds. As an application, they show a relationship between an appropriate formulation of Colding-Minicozzi entropy and a quantity called the \(CR\)-volume that is computed from the asymptotic geometry of such submanifolds.