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Igor Pak
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This exact version of a "generalized determinant"permanent" is called $\beta$-extension in this Foata-Zeilberger paper (see also my paper for the algebraic context and further non-commutative generalizations, Cartier-Foata style).

This exact version of a "generalized determinant" is called $\beta$-extension in this Foata-Zeilberger paper (see also my paper for the algebraic context and further non-commutative generalizations, Cartier-Foata style).

This exact version of a "generalized permanent" is called $\beta$-extension in this Foata-Zeilberger paper (see also my paper for the algebraic context and further non-commutative generalizations, Cartier-Foata style).

Source Link
Igor Pak
  • 17k
  • 2
  • 61
  • 123

This exact version of a "generalized determinant" is called $\beta$-extension in this Foata-Zeilberger paper (see also my paper for the algebraic context and further non-commutative generalizations, Cartier-Foata style).