Authors: Peng Zhu
Publish Date: 2015/11/25
Volume: 71, Issue: 1-2, Pages: 63-71
Abstract
We show that a complete minimal hypersurface M in mathbbRn+1 n ≥ 3 admits no nontrivial L 2 harmonic 2form if the total curvature is bounded above by a constant depending only on the dimension of M This result is a generalized version of the results of Cheng etc on L 2 harmonic 1forms
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