Compact lie groups, generalised euler angles, and applications

HIGHLIGHTS

  • who: Sergio Luigi Cacciatori and Antonio Scotti from the , Como, Italy have published the Article: Compact Lie Groups, Generalised Euler Angles, and Applications, in the Journal: Universe 2022, 8, 492. of /2022/
  • what: The authors provide a general description of the Dyson integrals and the Macdonald`s conjecture. The authors will review some facts about finite dimensional compact Lie groups, which will be useful for concrete applications of the notions developed in the following sections. Without loss of generality, the authors focus on the case when G is simple. The integral J 1:=2 1 . . .

     

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