Automorphisms of Danielewski varieties
classification
🧮 math.AG
keywords
danielewskivarietiesautomorphismssurfacesarbitraryautomorphismcancellationcounterexamples
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In 2007, Dubouloz introduced Danielewski varieties. Such varieties generalize Danielewski surfaces and provide counterexamples to generalized Zariski cancellation problem in arbitrary dimension. In the present work we describe the automorphism group of a Danielewski variety. This result is a generalization of a description of automorphisms of Danielewski surfaces due to Makar-Limanov.
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