We say that a polynomial automorphism $\phi $ in $n$ variables is stablyco-tame if the tame subgroup in $n$ variables is contained in the subgroupgenerated by $\phi $ and affine automorphisms in $n+1$ variables. In thispaper, we give conditions for stably co-tameness of polynomial automorphisms.
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机译:我们说,如果$ n $变量中的驯服子组包含在$ \ phi $生成的子组中,并且$ n + 1 $变量中的仿射自同构,则$ n $变量中的多项式自同构$ \ phi $是稳定的。在本文中,我们给出了多项式自同构稳定共饱和的条件。
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