Stable tameness of automorphisms of F<x,y,z> fixing z
classification
🧮 math.RA
math.ACmath.AG
keywords
algebraarbitraryassociativeautomorphismseveryfieldfixingfree
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It is proved that every z-automorphism (z-coordinate, respectively) of the free associative algebra F<x,y,z> over an arbitrary field F is stably tame.
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