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CM-line bundles and slope $\K$-semistability for big and nef line bundles along subschemes
We apply the theory of the Chow-Mumford line bundle as developed by Arezzo-et-al and build on earlier key insights of Paul and Tian (see \cite{Arezzo:DellaVedova:LaNave} and the references therein). In particular, we give an explicit intersection theoretic description of the Donaldson-Futaki $\K$-st
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