Seminar, Algebra & Geometry
Sat 20 September - Wed 31 December
-
Seminar, Algebra & Geometry
Wednesday 2025-10-01, 13:15 - 14:15
Participating: Thomas Wennink (SU)
Location: KTH, 3418
2025-10-01T13:15:00.000+02:00 2025-10-01T14:15:00.000+02:00 Thomas Wennink: Weight graded pieces of the cohomology of moduli spaces of pointed smooth curves (Seminar, Algebra & Geometry) KTH, 3418 (KTH, Stockholm, Sweden)Thomas Wennink: Weight graded pieces of the cohomology of moduli spaces of pointed smooth curves (Seminar, Algebra & Geometry) -
Seminar, Algebra & Geometry
Wednesday 2025-10-08, 13:15 - 14:15
Location: SU, Cramér room
2025-10-08T13:15:00.000+02:00 2025-10-08T14:15:00.000+02:00 Mayuko Yamashita: A merger of elliptic cohomology and global categorical symmetries (Seminar, Algebra & Geometry) SU, Cramér room (KTH, Stockholm, Sweden)Mayuko Yamashita: A merger of elliptic cohomology and global categorical symmetries (Seminar, Algebra & Geometry) -
Seminar, Algebra & Geometry
Wednesday 2025-10-15, 13:15 - 14:15
Participating: Ilya Smirnov (BCAM)
Location: KTH, 3418
2025-10-15T13:15:00.000+02:00 2025-10-15T14:15:00.000+02:00 Ilya Smirnov: Singularities of square-free supported polynomials (Seminar, Algebra & Geometry) KTH, 3418 (KTH, Stockholm, Sweden)Ilya Smirnov: Singularities of square-free supported polynomials (Seminar, Algebra & Geometry) -
Seminar, Algebra & Geometry
Wednesday 2025-10-22, 13:15 - 14:15
Location: SU, Cramér room
2025-10-22T13:15:00.000+02:00 2025-10-22T14:15:00.000+02:00 Eric Ahlqvist: Wild Stacky Modifications (Seminar, Algebra & Geometry) SU, Cramér room (KTH, Stockholm, Sweden)Eric Ahlqvist: Wild Stacky Modifications (Seminar, Algebra & Geometry) -
Seminar, Algebra & Geometry
Wednesday 2025-10-29, 13:15 - 14:15
Participating: Olivier Taïbi (Lyon)
Location: KTH, 3418
2025-10-29T13:15:00.000+01:00 2025-10-29T14:15:00.000+01:00 Olivier Taïbi: Unimodular lattices and the cuspidal cohomology of GL_n(Z) (Seminar, Algebra & Geometry) KTH, 3418 (KTH, Stockholm, Sweden)Olivier Taïbi: Unimodular lattices and the cuspidal cohomology of GL_n(Z) (Seminar, Algebra & Geometry)