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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Raphael Schmidpeter </td>
     <td></td>
     <td></td>
     <td> ''Introduction to symplectic geometry'' </td>
     <td> ''Introduction to symplectic geometry'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Samuel Lockman </td>
     <td></td>
     <td></td>
     <td> ''More on symplectic/contact manifolds'' </td>
     <td> ''More on symplectic/contact manifolds'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Bastiaan Cnossen </td>
     <td></td>
     <td></td>
     <td> ''The six operations in topology'' </td>
     <td> ''The six operations in topology'' </td>
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     <td> M 311  </td>
     <td> M 311  </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Giovanni Rossanigo </td>
     <td></td>
     <td></td>
     <td> ''Poincaré duality and integration with kernels'' </td>
     <td> ''Poincaré duality and integration with kernels'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Shai Keidar </td>
     <td></td>
     <td></td>
     <td> ''Microlocalization'' </td>
     <td> ''Microlocalization'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Tashi Walde </td>
     <td></td>
     <td></td>
     <td> ''Microsupport I'' </td>
     <td> ''Microsupport I'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Han-Ung Kufner </td>
     <td></td>
     <td></td>
     <td> ''Microsupport II'' </td>  
     <td> ''Microsupport II'' </td>  
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Ulrich Bunke </td>
     <td> </td>
     <td> </td>
     <td> ''Microlocal cut-off'' </td>
     <td> ''Microlocal cut-off'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Sil Linskens </td>
     <td></td>
     <td></td>
     <td> ''Sheaf quantization of Hamiltonian isotopies I'' </td>
     <td> ''Sheaf quantization of Hamiltonian isotopies I'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Christoph Winges </td>
     <td></td>
     <td></td>
     <td> ''Sheaf quantization of Hamiltonian isotopies II'' </td>
     <td> ''Sheaf quantization of Hamiltonian isotopies II'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Niklas Kipp </td>
     <td></td>
     <td></td>
     <td> ''Non-squeezing I'' </td>
     <td> ''Non-squeezing I'' </td>
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     <td> M 311 </td>
     <td> M 311 </td>
     <td></td>
     <td></td>
     <td> TBD </td>
     <td> Marco Volpe </td>
     <td></td>
     <td></td>
     <td> ''Non-squeezing II'' </td>
     <td> ''Non-squeezing II'' </td>

Revision as of 08:53, 14 October 2025


Higher Invariants Oberseminar (HIOB)   (Winter Semester 2025/26)
Gromov's non-squeezing theorem via microlocal sheaves

HIOB-Organizers:
Marco Volpe

Time and place:
Monday 14:00 at M 311

Zoom Details:
TBD

Schedule

The detailed program is here: (link).

Date   Room   Speaker   Topic
1 13.10 M 311 Marco Volpe Introduction and Overview
2 20.10 M 311 Raphael Schmidpeter Introduction to symplectic geometry
3 27.10 M 311 Samuel Lockman More on symplectic/contact manifolds
4 03.11 M 311 Bastiaan Cnossen The six operations in topology
5 10.11 M 311 Giovanni Rossanigo Poincaré duality and integration with kernels
6 17.11 M 311 Shai Keidar Microlocalization
7 24.11 M 311 Tashi Walde Microsupport I
8 01.12 M 311 Han-Ung Kufner Microsupport II
9 08.12 M 311 Ulrich Bunke Microlocal cut-off
10 15.12 M 311 Sil Linskens Sheaf quantization of Hamiltonian isotopies I
11 12.01 M 311 Christoph Winges Sheaf quantization of Hamiltonian isotopies II
12 19.01 M 311 Niklas Kipp Non-squeezing I
13 26.01 M 311 Marco Volpe Non-squeezing II
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