9 citations · 11 across the 5 of their papers we have counts for
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Homogeneous toric bundles with positive first Chern class
Fabio Podesta', Andrea Spiro
A simple algebraic characterization of the Fano manifolds in the class of homogeneous toric bundles over a flag manifold is provided in terms of symplectic data.
Complex Asystatic actions of compact Lie Groups
Anna Gori, Fabio Podesta
In the present paper we introduce the notion of complex asystatic Hamiltonian action on a Kähler manifold. In the algebraic setting we prove that if a complex linear group acts…
Homogeneity rank of real representations of compact Lie groups
Claudio Gorodski, Fabio Podesta
The main result of this paper is the classification of the real irreducible representations of compact Lie groups with vanishing homogeneity rank.
Running after a new Kaehler-Einstein metric
Fabio Podesta', Andrea Spiro
We deal with compact Kaehler manifolds M which are acted on by a semisimple compact Lie group G of isometries with codimension one regular orbits. We provide an explicit descriptio…