On the Gauss curvature of minimal surfaces
On the Gauss curvature of minimal surfaces
1. Summary of results. The following is known: let S be a minimal surface defined by z-=f(x, y) over the region D: x2+y2 O there exists a surface with W= 1 such that K Kj 64/9d2. It is further shown that among surfaces with W=1 the slightly stronger inequality |K| …