This result states removable singularity theorem for minimal laminations with scale-invariant curvature bound: given L be a minimal lamination of B(0,1) \ 0\ R 3, so its leaves are smooth embedded minimal surfaces. Suppose the leaves of L have locally bounded curvature near 0 in the.... It is useful in minimal surfaces and harmonic maps, where variational identities, curvature estimates, and compactness arguments control geometric objects.