Abstract: 'Every quasi-isometry of the curve complex has bounded distance from an automorphism. Thus, the automorphism group is isomorphic to the quasi-isometry group and surfaces with the same quasi-isometry type are topologically equivalent.'
Abstract: 'Every quasi-isometry of the curve complex has bounded distance from an automorphism. Thus, the automorphism group is isomorphic to the quasi-isometry group and surfaces with the same quasi-isometry type are topologically equivalent.'
Datum : Thu, May 23
Zeit: 16:15
Ort: SR 7