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A geometrical interpretation of the shape invariant for geodesic triangles in complex projective spaces
Authors:Th Hangan  G Masala
Institution:(1) Laboratoire de Mathématiques, Université de Haute-Alsace, rue des Frères Lumière, 4, 68093 Mulhouse-C'edex, France
Abstract:We show that the shape invariant sgr of a triangle in the complex projective space CopfP n , see B], can be obtained by integrating the Kählerian form of CopfP n over a domain parametrized by geodesics and bounded by a geodesic loop formed with sides of the triangle.The second author was supported by a grant from INDAM-Rome.
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