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     <td><b></b></td>
 
     <td><b></b></td>
 
     <td><b>Date</b></td>
 
     <td><b>Date</b></td>
 +
    <td><b>&nbsp;</b></td>
 +
    <td><b>Room</b></td>
 
     <td><b>&nbsp;</b></td>
 
     <td><b>&nbsp;</b></td>
 
     <td><b>Speaker</b></td>
 
     <td><b>Speaker</b></td>
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     <td><b>1</b></td>
 
     <td><b>1</b></td>
 
     <td> 15 April </td>
 
     <td> 15 April </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td> Andrea Panontin </td>
 
     <td> Andrea Panontin </td>
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     <td><b>2</b></td>
 
     <td><b>2</b></td>
 
     <td> 22 April </td>
 
     <td> 22 April </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td> Lukas Krinner </td>
 
     <td> Lukas Krinner </td>
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     <td><b>3</b></td>
 
     <td><b>3</b></td>
 
     <td> 29 April </td>
 
     <td> 29 April </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td> Debam Biswas </td>
 
     <td> Debam Biswas </td>
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     <td><b>4</b></td>
 
     <td><b>4</b></td>
 
     <td> 6 May </td>
 
     <td> 6 May </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td> Niklas Kipp </td>
 
     <td> Niklas Kipp </td>
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   <tr>
 
   <tr>
     <td><b>B</b>*</td>
+
     <td><b>-</b></td>
 
     <td> 13 May </td>
 
     <td> 13 May </td>
 
     <td></td>
 
     <td></td>
 
     <td>  </td>
 
     <td>  </td>
 
     <td></td>
 
     <td></td>
     <td> ''No HIOB*: [https://math-inf.uni-greifswald.de/institut/ueber-uns/mitarbeitende/waldorf/from-analysis-to-homotopy-theory/ Conference "From Analysis to Homotopy Theory"]'' </td>
+
    <td>  </td>
 +
    <td></td>
 +
     <td> ''No HIOB: [https://math-inf.uni-greifswald.de/institut/ueber-uns/mitarbeitende/waldorf/from-analysis-to-homotopy-theory/ Conference "From Analysis to Homotopy Theory"]'' </td>
 
   </tr>
 
   </tr>
  
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     <td><b>-</b></td>
 
     <td><b>-</b></td>
 
     <td> 20 May </td>
 
     <td> 20 May </td>
 +
    <td></td>
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    <td>  </td>
 
     <td></td>
 
     <td></td>
 
     <td>  </td>
 
     <td>  </td>
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     <td><b>5</b></td>
 
     <td><b>5</b></td>
 
     <td> 27 May </td>
 
     <td> 27 May </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td> Johannes Gloßner </td>
 
     <td> Johannes Gloßner </td>
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     <td><b>6</b></td>
 
     <td><b>6</b></td>
 
     <td> 3 June </td>
 
     <td> 3 June </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td> Benjamin Dünzinger </td>
 
     <td> Benjamin Dünzinger </td>
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     <td><b>7</b></td>
 
     <td><b>7</b></td>
 
     <td> 10 June </td>
 
     <td> 10 June </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td>  </td>
 
     <td>  </td>
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     <td><b>8</b></td>
 
     <td><b>8</b></td>
 
     <td> 17 June </td>
 
     <td> 17 June </td>
 +
    <td></td>
 +
    <td> M 311 </td>
 
     <td></td>
 
     <td></td>
 
     <td> Chiara Sabadin </td>
 
     <td> Chiara Sabadin </td>
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   <tr>
 
   <tr>
     <td><b>B</b>*</td>
+
     <td><b>B</b></td>
 
     <td> 24 June </td>
 
     <td> 24 June </td>
 +
    <td></td>
 +
    <td> PHY 5.1.01* </td>
 
     <td></td>
 
     <td></td>
 
     <td>  </td>
 
     <td>  </td>
 
     <td></td>
 
     <td></td>
     <td> ''No HIOB*: [https://sfb-higher-invariants.app.uni-regensburg.de/index.php?title=Page_Interactions_between_algebra_equivariance_and_homotopy_theory_Summer_School "Summer School Interactions between algebra, equivariance, and homotopy theory"]'' </td>
+
     <td> Bonus talk: ''Applied topology in viral evolution'' </td>
 
   </tr>
 
   </tr>
  
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     <td><b>9</b></td>
 
     <td><b>9</b></td>
 
     <td> 1 July </td>
 
     <td> 1 July </td>
 +
    <td></td>
 +
    <td> PHY 5.1.01* </td>
 
     <td></td>
 
     <td></td>
 
     <td> </td>
 
     <td> </td>
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     <td><b>10</b></td>
 
     <td><b>10</b></td>
 
     <td> 8 July </td>
 
     <td> 8 July </td>
 +
    <td></td>
 +
    <td> PHY 5.1.01* </td>
 
     <td></td>
 
     <td></td>
 
     <td>  </td>
 
     <td>  </td>
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     <td><b>D</b></td>
 
     <td><b>D</b></td>
 
     <td> 15 July </td>
 
     <td> 15 July </td>
 +
    <td></td>
 +
    <td> PHY 5.1.01* </td>
 
     <td></td>
 
     <td></td>
 
     <td>  </td>
 
     <td>  </td>
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</table>
 
</table>
  
&#42; Bonus talk on one of the two dates: ''Applied topology in viral evolution''
+
&#42; Change of rooms due to ''[https://sfb-higher-invariants.app.uni-regensburg.de/index.php?title=Page_Interactions_between_algebra_equivariance_and_homotopy_theory_Summer_School Summer School "Interactions between algebra, equivariance, and homotopy theory"]'' (on 24 June) and construction works starting 1 July.

Latest revision as of 10:14, 29 April 2024


Higher Invariants Oberseminar (HIOB)   (Summer Semester 2024)
Gromov-Hausdorff convergence and metric geometry

HIOB-Organizers:
Jonathan Glöckle, Julian Seipel, Matthias Uschold

Time and place:
The HIOB will take place in the SFB Seminar Room every Monday at 12.15-13.45.

Zoom Details:
Meeting ID: 689 8268 6289

Schedule

The detailed program is here: (pdf).

Date   Room   Speaker   Topic
1 15 April M 311 Andrea Panontin Hausdorff and Gromov-Hausdorff distance
2 22 April M 311 Lukas Krinner Gromov-Hausdorff convergence
3 29 April M 311 Debam Biswas Universal spaces
4 6 May M 311 Niklas Kipp Alexandrov geometry I
- 13 May No HIOB: Conference "From Analysis to Homotopy Theory"
- 20 May Holiday
5 27 May M 311 Johannes Gloßner Alexandrov geometry II
6 3 June M 311 Benjamin Dünzinger Pointed Gromov-Hausdorff convergence and C^k-convergence
7 10 June M 311 Cheeger finiteness theorem
8 17 June M 311 Chiara Sabadin Introduction to geometric group theory
B 24 June PHY 5.1.01* Bonus talk: Applied topology in viral evolution
9 1 July PHY 5.1.01* Gromov’s theorem on polynomial growth
10 8 July PHY 5.1.01* The Bestvina-Paulin method
D 15 July PHY 5.1.01* Discussion for the next HIOB

* Change of rooms due to Summer School "Interactions between algebra, equivariance, and homotopy theory" (on 24 June) and construction works starting 1 July.

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