Complete two-sided stable minimal hypersurfaces in R^4 are hyperplanes, established via new gradient estimates for the Green kernel under spectral Ricci bounds.
Murata,Structure of positive solutions to(βΞ +π)π’= 0inβ π.Duke Math
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Gradient estimates for the Green kernel under spectral Ricci bounds, and the stable Bernstein theorem in $\mathbb{R}^4$
Complete two-sided stable minimal hypersurfaces in R^4 are hyperplanes, established via new gradient estimates for the Green kernel under spectral Ricci bounds.