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Almost-fuchsian structures on disk bundles over a surface
Considering an integer $d>0$, we show the existence of convex-cocompactrepresentations of surface groups into SO(4,1) admitting an embedded minimal map withcurvatures in $(-1,1)$ and whose associated hyperbolic 4-manifolds are disk bundles of degreed over the surface, provided the genus $g$ of the s
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