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Martin Sleziak
Martin Sleziak
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Gromov-Hausdorff convergence (with basepoints) is used quite a bit in the classification of Kleinian groups. In particular, it is used to resolve the Ahlfors measure conjecture and the ending lamination conjectureending lamination conjecture. It is also used in the proof of the geometrization conjecturegeometrization conjecture (and as a corollary the Poincare conjecture).

Gromov-Hausdorff convergence (with basepoints) is used quite a bit in the classification of Kleinian groups. In particular, it is used to resolve the Ahlfors measure conjecture and the ending lamination conjecture. It is also used in the proof of the geometrization conjecture (and as a corollary the Poincare conjecture).

Gromov-Hausdorff convergence (with basepoints) is used quite a bit in the classification of Kleinian groups. In particular, it is used to resolve the Ahlfors measure conjecture and the ending lamination conjecture. It is also used in the proof of the geometrization conjecture (and as a corollary the Poincare conjecture).

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Ian Agol
Ian Agol
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Gromov-Hausdorff convergence (with basepoints) is used quite a bit in the classification of Kleinian groups. In particular, it is used to resolve the Ahlfors measure conjecture and the ending lamination conjecture. It is also used in the proof of the geometrization conjecture (and as a corollary the Poincare conjecture).