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- W1583189483 abstract "The main result of this paper asserts that it suffices to prove the Jacobian Conjecture for all polynomial maps of the form $x+H$, where $H$ is homogeneous (of degree 3) and $JH$ is nilpotent and symmetric. Also a 6-dimensional counterexample is given to a dependence problem posed by de Bondt and van den Essen (2003)." @default.
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- W1583189483 date "2005-03-04" @default.
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- W1583189483 title "A reduction of the Jacobian Conjecture to the symmetric case" @default.
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