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@inproceedings{Berson2012StableTO, title={Stable tameness of two-dimensional polynomial automorphisms over a regular ring}, author={Joost Berson and Arno van den Essen and David Wright}, year={2012} }

- Published 2012
DOI:10.1016/j.aim.2012.04.017

In this paper it is established that all two-dimensional polynomial automorphisms over a regular ring R are stably tame. This results from the main theorem of this paper, which asserts that an automorphism in any dimension n is stably tame if said condition holds point-wise over SpecR. A key element in the proof is a theorem which yields the following corollary: Over an Artinian ring A all two-dimensional polynomial automorphisms having Jacobian determinant one are stably tame, and are tame if… CONTINUE READING