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Nous démontrons que toute 2-forme symétrique sur un espace projectif complexe de dimension , muni de sa métrique canonique , qui est d’intégrale nulle sur les géodésiques de , est une dérivée de Lie de la métrique .
We study the special Lagrangian Grassmannian , with , and its reduced space, the reduced Lagrangian Grassmannian . The latter is an irreducible symmetric space of rank and is the quotient of the Grassmannian under the action of a cyclic group of isometries of order . The main result of this paper asserts that the symmetric space possesses non-trivial infinitesimal isospectral deformations. Thus we obtain the first example of an irreducible symmetric space of arbitrary rank , which is...
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