Examensarbete
Må 10 februari
Kalenderhändelser saknas för aktuell period.
Kommande kalenderhändelser:
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Examensarbete
onsdag 2025-02-12, 09.00 - 09.40
Medverkande: Chinmaya Mathur
Plats: Mittag-Leffler room, Department of Mathematics, floor 3, house 1, Albano
Respondent: Chinmaya Mathur
2025-02-12T09:00:00.000+01:00 2025-02-12T09:40:00.000+01:00 Chinmaya Mathur: Enhancing Image Classification with a Hybrid CNN-Transformer Model: A Comparative Study of ResNet-18 and a Modified Architecture (Examensarbete) Mittag-Leffler room, Department of Mathematics, floor 3, house 1, Albano (KTH, Stockholm, Sweden)Chinmaya Mathur: Enhancing Image Classification with a Hybrid CNN-Transformer Model: A Comparative Study of ResNet-18 and a Modified Architecture (Examensarbete) -
Michael Ståhle: Detecting tactical patterns in football with fast search and density peak clustering
Examensarbete
onsdag 2025-02-12, 09.45 - 10.25
Medverkande: Michael Ståhle
Plats: Mittag-Leffler room, Department of Mathematics, floor 3, house 1, Albano
Respondent: Michael Ståhle
2025-02-12T09:45:00.000+01:00 2025-02-12T10:25:00.000+01:00 Michael Ståhle: Detecting tactical patterns in football with fast search and density peak clustering (Examensarbete) Mittag-Leffler room, Department of Mathematics, floor 3, house 1, Albano (KTH, Stockholm, Sweden)Michael Ståhle: Detecting tactical patterns in football with fast search and density peak clustering (Examensarbete) -
Examensarbete
onsdag 2025-02-12, 10.40 - 11.20
Medverkande: Oscar Potts
Plats: Mittag-Leffler room, Department of Mathematics, floor 3, house 1, Albano
Respondent: Oscar Potts
2025-02-12T10:40:00.000+01:00 2025-02-12T11:20:00.000+01:00 Oscar Potts: Reassessing the Duration Effects in Non-Life Insurance Pricing: The effect of detrimental claims and suitable adjustments for over-dispersion (Examensarbete) Mittag-Leffler room, Department of Mathematics, floor 3, house 1, Albano (KTH, Stockholm, Sweden)Oscar Potts: Reassessing the Duration Effects in Non-Life Insurance Pricing: The effect of detrimental claims and suitable adjustments for over-dispersion (Examensarbete)