Linear Isotropy Group of an Affine Symmetric Space
Copyright policy ) Nagasawa, Jun;
Linear Isotropy Group of an Affine Symmetric Space
Let K be a subgroup of the general linear group GL ( n ) {\text {GL}}(n) . The author found a necessary and sufficient condition that there exist an n-dimensional simply connected affine symmetric space M such that K coincides with the linear isotropy group of all affine automorphisms of M at some point in M.
Differential geometry of symmetric spaces
Differential geometry of symmetric spaces
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