Publikation: On Moishezon Spaces that are Compactifications of Reductive Groups
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1996
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Hausen, Jürgen
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Let X be a normal Moishezon compactification of a reductive group G. In the article we give a criterion when a point x in X is schematic (i.e. M(X) defines local coordinates at x). As a consequence it is obtained that x in X is schematic if G acts algebraically and the isotropy group Gx is reductive.
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HAUSEN, Jürgen, 1996. On Moishezon Spaces that are Compactifications of Reductive GroupsBibTex
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