This result states removable singularity criterion for isolated density-one points: given m 2, and let m B(0,R) \ 0\ R m+1 be a smooth embedded minimal hypersurface without boundary in the punctured ball B(0,R) \ 0\ with H m( B(0,R))< . Assume that the density at.... It is useful in the structure and regularity of minimal surfaces, where variational identities, curvature estimates, and compactness arguments control geometric objects.