Seminarium, Logik

Kalenderhändelser saknas för aktuell period.

Kommande kalenderhändelser:

• Guillaume Brunerie: π₄(S³) in homotopy type theory

  29 maj

  Seminarium, Logik

  onsdag 2019-05-29, 10.00 - 11.45

  Medverkande: Guillaume Brunerie

  Plats: Room 16, building 5, Kräftriket, Department of Mathematics, Stockholm University

  2019-05-29T10:00:00.000+02:00 2019-05-29T11:45:00.000+02:00 Guillaume Brunerie: π₄(S³) in homotopy type theory (Seminarium, Logik) Room 16, building 5, Kräftriket, Department of Mathematics, Stockholm University (KTH, Stockholm, Sweden)Guillaume Brunerie: π₄(S³) in homotopy type theory (Seminarium, Logik)

• Anna Montaruli: A constructive approach to the Freyd-Mitchell Embedding Theorem

  5 jun

  Seminarium, Logik

  onsdag 2019-06-05, 10.00 - 11.45

  Medverkande: Anna Montaruli

  Plats: Room 16, building 5, Kräftriket, Department of Mathematics, Stockholm University

  2019-06-05T10:00:00.000+02:00 2019-06-05T11:45:00.000+02:00 Anna Montaruli: A constructive approach to the Freyd-Mitchell Embedding Theorem (Seminarium, Logik) Room 16, building 5, Kräftriket, Department of Mathematics, Stockholm University (KTH, Stockholm, Sweden)Anna Montaruli: A constructive approach to the Freyd-Mitchell Embedding Theorem (Seminarium, Logik)

• Guillaume Brunerie: π₄(S³) in homotopy type theory, part II

  12 jun

  Seminarium, Logik

  onsdag 2019-06-12, 10.00 - 11.45

  Medverkande: Guillaume Brunerie

  Plats: Room 16, building 5, Kräftriket, Department of Mathematics, Stockholm University

  2019-06-12T10:00:00.000+02:00 2019-06-12T11:45:00.000+02:00 Guillaume Brunerie: π₄(S³) in homotopy type theory, part II (Seminarium, Logik) Room 16, building 5, Kräftriket, Department of Mathematics, Stockholm University (KTH, Stockholm, Sweden)Guillaume Brunerie: π₄(S³) in homotopy type theory, part II (Seminarium, Logik)