Last updated: June 12, 2023, 20:40 CET


Schedule week 1
   

Monday
Tuesday
Wednesday
Thursday
Friday
9:30-10:00
Registration




10:00-11:20
CAS
GBF
CAS
CAS
GBF
11:20-12:00
Coffee break
12:00-1:20
DG
DG
GBF
DG
DG
1:30-2:30
Lunch
3:00-4:00
Talk: Monteiro
Talk: Valero
Talk: Karagüzel
Problems



Schedule week 2
   

Monday
Tuesday
Wednesday
Thursday
Friday
10:00-11:20
CAS
GBF
CAS
CAS
GBF
11:20-12:00
Coffee break
12:00-1:20
DG
DG
GBF
DG
DG
1:30-2:30
Lunch
3:00-4:00
Talk: Calderón
Problems
Talk: McHugh
Problems


CAS = Categories acting on sets
DG = Dade group
GBF = Green biset functors



Research Talks
   
Miguel Calderón: Ideals of some Green biset functors. Abstract
Çisil Karagüzel: Stable perfect isometries between blocks of finite groups. Abstract
John McHugh: Trivial source modules and coherent character tuples. Abstract
Nariel Monteiro: The Integral and Defining-Characteristic Representations of GL_n over Finite Local Principal Ideal Rings of Length Two. Abstract
Luis Valero: The n-eigenpotents of the Burnside ring. Abstract

All talks will be in Classroom 6.



The talks on Green biset functors (GBF) follow Chapter 8 in "Serge Bouc: Biset functors for finite groups".
   

Content
Speaker
GBF 1
8.1 - 8.2
Brandon Owens
GBF 2
8.3 - 8.4.7
Ben Spitz
GBF 3
8.4.8 - 8.4.13
Ben Spitz
GBF 4
8.5
Itzel Rosas
GBF 5
8.6 Proofs of some of the statements can be found in Nadia Romero's article 'Simple modules of Green biset functors, J.Alg. 367, 2012, 203-221' Prop. 2.11.
Benjamín García
GBF 6
Alternative definition of Green biset functors and A-modules following Nadia Romero's thesis 4.2.3. Examples.
Miguel Calderón



The talks on the Dade group (DG) follow Chapter 12 in "Serge Bouc: Biset functors for finite groups".
   

Content
Speaker
DG 1
12.1 - 12.2
Jennifer Guerrero
DG 2
12.3 - 12.4.6
John McHugh
DG 3
12.4.7 - 12.4.15
Nariel Monteiro
DG 4
12.4.16 - 12.5.11
Sam Miller
DG 5
12.5.12 - 12.6.6
Çisil Karagüzel
DG 6
12.6.7 - 12.8.5
John McHugh
DG 7
12.8.6 - 12.9.4
Robert Boltje
DG 8
12.9.5 - 12.10
Robert Boltje


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