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Line 1: {{more footnotes\|date=December 2012}} In mathematics, the '''argument shift method''' is a method for constructing functions in involution with respect to [[Poisson–Lie bracket]]s, introduced by {{harvs\|txt\|last1=Mishchenko\|last2= Fomenko\|year=1978}}. They used it to prove that the [[Poisson algebra]] of a finite-dimensional [[semisimple Lie algebra]] contains a complete commuting set of polynomials.

Argument shift method: Difference between revisions