Direct Hölder closure via cutoff power f^{1+q} yields explicit-constant curvature estimates for stable minimal hypersurfaces and reduces CMC case to minimal case under a ball-size condition on |H|.
Fischer-Colbrie and R
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Terminal H\"older Closure in Curvature Estimates for Stable Minimal and Strongly Stable CMC Hypersurfaces
Direct Hölder closure via cutoff power f^{1+q} yields explicit-constant curvature estimates for stable minimal hypersurfaces and reduces CMC case to minimal case under a ball-size condition on |H|.