K-stability of complete intersections
Livia Campo, Kristin DeVleming, Tiago Duarte Guerreiro
Abstract
We prove the K-polystability of the general Fano complete intersection of arbitrary multidegree and dimension, and the K-stability of the general Fano complete intersection that is not isomorphic to projective space or a quadric hypersurface. We prove analogous results for certain smooth weighted complete intersections.
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