5 citations · 6 across the 4 of their papers we have counts for
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Local rigidity of quasi-regular varieties
Boris Pasquier, Nicolas Perrin
For a -variety with an open orbit, we define its boundary as the complement of the open orbit. The action sheaf is the subsheaf of the tangent sheaf made…
The pseudo-index of horospherical Fano varieties
Boris Pasquier
We prove a conjecture of L.Bonavero, C. Casagrande, O. Debarre and S. Druel, on the pseudo-index of smooth Fano varieties, in the special case of horospherical varieties.
On some smooth projective two-orbits varieties with Picard number 1
Boris Pasquier
We classify all smooth projective horospherical varieties with Picard number 1. We prove that the automorphism group of any such variety X acts with at most two orbits and that thi…
Smooth projective horospherical varieties with Picard number 1
Boris Pasquier
We describe smooth projective horospherical varieties with Picard number 1. Moreover we prove that the automorphism group of any such variety acts with at most two orbits and we gi…