On fixed points of algebraic actions on ℂ n
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It is shown that the action regarded for a rather long time by experts as a possible example disproving the conjecture on the existence of fixed points for reductive algebraic group actions on affine spaces is not an action on an affine variety, and therefore provides no example of this kind. Moreover, it is shown that the actions naturally related to the original one provide no examples of this kind as well.
KeywordsVector Bundle Algebraic Group Irreducible Component Unique Fixed Point Affine Space
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