Characterizes polynomial automorphisms preserving Green function level sets of Hénon maps in C^2, proves sublevel interiors are Short C^2 with restricted automorphisms, and shows coinciding level sets imply almost commuting maps.
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Further remarks on rigidity of H\'{e}non maps
Characterizes polynomial automorphisms preserving Green function level sets of Hénon maps in C^2, proves sublevel interiors are Short C^2 with restricted automorphisms, and shows coinciding level sets imply almost commuting maps.