Polar Isotropy Actions on Compact Weakly Symmetricspaceshiê

  • U D. NGUYÊ
  • Published 2000

Abstract

Let M = G=H be a compact weakly symmetric space with G a connected simple Lie group and H a closed connected subgroup of G. Consider the isotropy action of H on the tangent space of M at the origin. We classify those actions that are polar in the sense of Conlon C], Dadok D] and Palais and Terng PT]. Our proof use M. Kramer's classiication of spherical… (More)

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