Seminarium, Analys Stockholm

Kalenderhändelser saknas för aktuell period.

Kommande kalenderhändelser:

• Jonathan Rohleder: Isoperimetric spectral problems for quantum graphs

  7 okt

  Seminarium, Analys Stockholm

  onsdag 2020-10-07, 13.15 - 14.15

  Medverkande: Jonathan Rohleder, Stockholms universitet

  Plats: Kräftriket, house 5, room 14

  2020-10-07T13:15:00.000+02:00 2020-10-07T14:15:00.000+02:00 Jonathan Rohleder: Isoperimetric spectral problems for quantum graphs (Seminarium, Analys Stockholm) Kräftriket, house 5, room 14 (KTH, Stockholm, Sweden)Jonathan Rohleder: Isoperimetric spectral problems for quantum graphs (Seminarium, Analys Stockholm)

• Andrzej Szulkin: A Sobolev-type inequality for the curl operator and ground states for the curl-curl equation with critical Sobolev exponent

  28 okt

  Seminarium, Analys Stockholm

  onsdag 2020-10-28, 13.15 - 14.15

  Medverkande: Andrzej Szulkin, Stockholms universitet

  Plats: Kräftriket, house 5, room 14

  2020-10-28T13:15:00.000+01:00 2020-10-28T14:15:00.000+01:00 Andrzej Szulkin: A Sobolev-type inequality for the curl operator and ground states for the curl-curl equation with critical Sobolev exponent (Seminarium, Analys Stockholm) Kräftriket, house 5, room 14 (KTH, Stockholm, Sweden)Andrzej Szulkin: A Sobolev-type inequality for the curl operator and ground states for the curl-curl equation with critical Sobolev exponent (Seminarium, Analys Stockholm)

• Sabine Bögli: On Lieb-Thirring inequalities for one-dimensional non-self-adjoint Jacobi and Schroedinger operators

  16 dec

  Seminarium, Analys Stockholm

  onsdag 2020-12-16, 13.15 - 14.15

  Medverkande: Sabine Bögli, Durham

  Plats: Zoom, meeting ID: 632 0923 0934

  2020-12-16T13:15:00.000+01:00 2020-12-16T14:15:00.000+01:00 Sabine Bögli: On Lieb-Thirring inequalities for one-dimensional non-self-adjoint Jacobi and Schroedinger operators (Seminarium, Analys Stockholm) Zoom, meeting ID: 632 0923 0934 (KTH, Stockholm, Sweden)Sabine Bögli: On Lieb-Thirring inequalities for one-dimensional non-self-adjoint Jacobi and Schroedinger operators (Seminarium, Analys Stockholm)