Pinching rigidity of minimal surfaces in spheres
arXiv:2411.03917 · doi:10.1007/s11425-024-2355-1
Abstract
In this paper we give a pinching theorem of the Simon conjecture in the case s=3 and also give a new proof of the cases s=1 and s=2 by some Simons-type integral inequalities.
23 pages, accepted by Science China Mathematics