Kalender

Kalenderhändelser saknas för aktuell period.

Kommande kalenderhändelser:

• Holger Drees: Analysis of the Extremal Dependence Structure of Time Series with Applications to Financial Modeling

  2 okt

  Seminarium, Matematisk statistik

  måndag 2017-10-02, 15.15 - 16.15

  Medverkande: Holger Drees

  Plats: Seminarierummet F11, Institutionen för matematik, KTH, Lindstedtsvägen 22

  2017-10-02T15:15:00.000+02:00 2017-10-02T16:15:00.000+02:00 Holger Drees: Analysis of the Extremal Dependence Structure of Time Series with Applications to Financial Modeling (Seminarium, Matematisk statistik) Seminarierummet F11, Institutionen för matematik, KTH, Lindstedtsvägen 22 (KTH, Stockholm, Sweden)Holger Drees: Analysis of the Extremal Dependence Structure of Time Series with Applications to Financial Modeling (Seminarium, Matematisk statistik)

• Sara Pålsson: Simulation and validation of surfactant-covered droplets in Stokes flow

  3 okt

  Seminarium, Numerisk analys

  tisdag 2017-10-03, 13.00 - 14.00

  Medverkande: Sara Pålsson, KTH

  Plats: Room F11, Lindstedtsvägen 22, våningsplan 2, F-huset, KTH Campus.

  2017-10-03T13:00:00.000+02:00 2017-10-03T14:00:00.000+02:00 Sara Pålsson: Simulation and validation of surfactant-covered droplets in Stokes flow (Seminarium, Numerisk analys) Room F11, Lindstedtsvägen 22, våningsplan 2, F-huset, KTH Campus. (KTH, Stockholm, Sweden)Sara Pålsson: Simulation and validation of surfactant-covered droplets in Stokes flow (Seminarium, Numerisk analys)

• Yakov Pesin: Measures of maximal dimension on (uniformly) hyperbolic sets

  3 okt

  Seminarium, Mittag-Leffler

  tisdag 2017-10-03, 14.00 - 14.50

  Medverkande: Yakov Pesin, Penn State University

  Plats: Institut Mittag-Leffler, Auravägen 17, Djursholm

  2017-10-03T14:00:00.000+02:00 2017-10-03T14:50:00.000+02:00 Yakov Pesin: Measures of maximal dimension on (uniformly) hyperbolic sets (Seminarium, Mittag-Leffler) Institut Mittag-Leffler, Auravägen 17, Djursholm (KTH, Stockholm, Sweden)Yakov Pesin: Measures of maximal dimension on (uniformly) hyperbolic sets (Seminarium, Mittag-Leffler)