Abstract: We prove that on a closed 3-manifold with <math>$sec\ge k$</math> and <math>$diam\le D$</math> the length of the shortest closed geodesic is <math>$\le C(k,D)$</math>. This is joint work with R. Rotman.

Tea at 17:00 h in room 5C-01.1.

Date: |
15.07.2014 |
Place: |
Neuer Hörsaal |
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Speaker: | |||

Time: |
17:30 Uhr |
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Abstract: We prove that on a closed 3-manifold with <math>$sec\ge k$</math> and <math>$diam\le D$</math> the length of the shortest closed geodesic is <math>$\le C(k,D)$</math>. This is joint work with R. Rotman.

Tea at 17:00 h in room 5C-01.1.