Dissertation

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Upcoming calendar events:

• Dynamics and limits in algebraic combinatorics

  11 Dec

  Public defences of doctoral theses

  Mathematics

  Friday 2020-12-11, 15:00

  Location: Via zoom https://kth-se.zoom.us/j/61809825652, (English)

  Doctoral student: Samu Potka , Matematik (Avd.)

  2020-12-11T15:00:00.000+01:00 2020-12-11T15:00:00.000+01:00 Dynamics and limits in algebraic combinatorics (Public defences of doctoral theses) Via zoom https://kth-se.zoom.us/j/61809825652, (English) (KTH, Stockholm, Sweden)Dynamics and limits in algebraic combinatorics (Public defences of doctoral theses)

• Johan Lindberg: Localic Categories of Models and Categorical Aspects of Intuitionistic Ramified Type Theory

  16 Dec

  Dissertation

  Wednesday 2020-12-16, 13:00

  Location: Zoom, meeting ID: 656 5606 4762

  Doctoral student: Johan Lindberg , Stockholms universitet

  2020-12-16T13:00:00.000+01:00 2020-12-16T13:00:00.000+01:00 Johan Lindberg: Localic Categories of Models and Categorical Aspects of Intuitionistic Ramified Type Theory (Dissertation) Zoom, meeting ID: 656 5606 4762 (KTH, Stockholm, Sweden)Johan Lindberg: Localic Categories of Models and Categorical Aspects of Intuitionistic Ramified Type Theory (Dissertation)

• Approaches to accelerate methods for solving systems of equations arising in nonlinear optimization

  18 Dec

  Public defences of doctoral theses

  Applied and Computational Mathematics, Optimization and Systems Theory

  Friday 2020-12-18, 10:00

  Location: via Zoom, https://kth-se.zoom.us/j/63180134076, Stockholm (English)

  Doctoral student: David Ek , Optimeringslära och systemteori

  2020-12-18T10:00:00.000+01:00 2020-12-18T10:00:00.000+01:00 Approaches to accelerate methods for solving systems of equations arising in nonlinear optimization (Public defences of doctoral theses) via Zoom, https://kth-se.zoom.us/j/63180134076, Stockholm (English) (KTH, Stockholm, Sweden)Approaches to accelerate methods for solving systems of equations arising in nonlinear optimization (Public defences of doctoral theses)