A ug 2 00 6 QUATERNIONIC KÄHLER REDUCTIONS OF WOLF SPACES

  • DANIELE GRANDINI
  • Published 2006
The main purpose of the following article is to introduce a Lie theoretical approach to the problem of classifying pseudo quaternionic-Kähler (QK) reductions of the pseudo QK symmetric spaces, otherwise called generalized Wolf spaces. The history of QK geometry starts with the celebrated Berger’s Theorem [Ber55] which classifies all the irreducible holonomy… CONTINUE READING