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Maximum likelihood degree of surjective rational maps
  • Ilya Karzhemanov
Ilya Karzhemanov
Moscow Institute of Physics and Technology National Research University

Corresponding Author:[email protected]

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Abstract

With any \emph{surjective rational map} $f: \p^n \dashrightarrow \p^n$ of the projective space we associate a numerical invariant (\emph{ML degree}) and compute it in terms of a naturally defined vector bundle $E_f \map \p^n$.