Toric moment mappings and Riemannian structures

Mathematics – Differential Geometry

Scientific paper

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23 pages, 13 figures

Scientific paper

We give an interpretation of the symplectic fibrations of coadjoint orbits for the group SU(4) in terms of the compatibility of Riemannian G-reductions in six dimensions. An analysis of moment polytopes associated to a standard Hamiltonian toric action on the coadjoint orbits highlights these relations. This theory leads to a geometrical application to intrinsic torsion classes of 6-dimensional Riemannian structures.

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