Aug 19 – 30, 2019
CERN
Europe/Zurich timezone

Contribution List

37 out of 37 displayed
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  1. 8/19/19, 9:45 AM
  2. Vladimir Kazakov (Laboratoire de Physique Theorique)
    8/19/19, 10:30 AM
  3. Prof. Masahito Yamazaki (Kavli IPMU, University of Tokyo)
    8/19/19, 11:20 AM
  4. 8/20/19, 9:45 AM
  5. Seok Kim
    8/20/19, 10:30 AM
  6. Dr Xinan Zhou (Princeton University)
    8/20/19, 11:20 AM
  7. Elli Pomoni
    8/21/19, 9:30 AM
  8. 8/21/19, 10:20 AM
  9. Matthias Gaberdiel (ETHZ - ETH Zurich)
    8/21/19, 10:50 AM
  10. Dr Lorenz Eberhardt (ETH)
    8/21/19, 11:40 AM
  11. 8/22/19, 9:45 AM
  12. Dr Vladimir Rosenhaus (IAS)
    8/22/19, 10:30 AM
  13. Romuald Janik
    8/22/19, 11:20 AM
  14. 8/23/19, 9:45 AM
  15. Nadav Drukker (Humboldt University)
    8/23/19, 10:30 AM
  16. Dr Nafiz Ishtiaque (Perimeter Institute)
    8/23/19, 11:20 AM
  17. Prof. Nikolay Bobev (KU Leuven Association)
    8/26/19, 9:30 AM
  18. 8/26/19, 10:20 AM
  19. Dr Victor Gorbenko (NYU)
    8/26/19, 10:50 AM
  20. Silvia Penati (University of Milano-Bicocca)
    8/26/19, 11:40 AM
  21. 8/27/19, 9:45 AM
  22. Joao Penedones (EPFL)
    8/27/19, 10:30 AM
  23. Xi Yin (Harvard University)
    8/27/19, 11:20 AM
  24. Prof. Konstantin Zarembo (Nordita)
    8/28/19, 9:30 AM
  25. 8/28/19, 10:20 AM
  26. Prof. Silviu Pufu (Princeton University)
    8/28/19, 10:50 AM
  27. Prof. Gregory Korchemsky (saclay)
    8/28/19, 11:40 AM
  28. 8/28/19, 7:00 PM
  29. 8/29/19, 9:45 AM
  30. Dr Matthias Wilhelm (NBIA)
    8/29/19, 10:30 AM
  31. Prof. Benjamin Basso (ENS Paris)
    8/29/19, 11:20 AM
  32. 8/30/19, 9:45 AM
  33. Prof. Martin Kruczenski (Purdue University)
    8/30/19, 10:30 AM

    If we consider the S-matrix in a subspace of states (for example 2-particle states) and impose the general constraints of unitarity, crossing, analyticity and global symmetries, we find that the allowed space of S-matrices is convex. At the boundary of such convex space we find interesting points such as vertices where in some cases integrable models are located. Such vertices can be found by...

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  34. Prof. Joseph Minahan (Uppsala University)
    8/30/19, 11:20 AM
  35. Marcos Marino Beiras
  36. Silvia Penati (University of Milano-Bicocca)
  37. Silvia Penati (University of Milano-Bicocca)