Holomorphic automorphisms of some tube domains over non-selfadjoint cones
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In this paper we determine the groups of all holomorphic automorphisms of a class of homogeneous non-symmetric domains. They are tube domains over some homogeneous non-selfadjoint cones, which are the natural generalization of the Vinberg cone and of its dual cone.
KeywordsSemidirect Product Matrix Algebra Transitive Group Dual Cone Cone Versus
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