Crossed Burnside rings. I: The fundamental theorem
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Publication:5929441
DOI10.1006/jabr.2000.8341zbMath0988.19001OpenAlexW1981955968MaRDI QIDQ5929441
Fumihito Oda, Tomoyuki Yoshida
Publication date: 20 June 2002
Published in: Journal of Algebra (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1006/jabr.2000.8341
Related Items (13)
Categorified groupoid-sets and their Burnside ring ⋮ Crossed Burnside rings. II: The Dress construction of a Green functor ⋮ Generalized Burnside rings and group cohomology ⋮ Monoidal 2-structure of bimodule categories ⋮ Induction formulae for Mackey functors with applications to representations of the twisted quantum double of a finite group ⋮ On the (crossed) Burnside ring of profinite groups ⋮ Tensor induction for \(M\)-Burnside rings ⋮ Lattice Burnside rings ⋮ Categorical constructions related to finite groups ⋮ Crossed Burnside rings and Bouc's construction of Green functors ⋮ The crossed Burnside ring, the Drinfel'd double, and the Dade group of a \(p\)-group ⋮ The crossed Burnside rings. III: The Dress construction for a Tambara functor ⋮ A Tate cohomology sequence for generalized Burnside rings
Cites Work
- The Burnside ring of profinite groups and the Witt vector construction
- The generalized Burnside ring of a finite group
- On the unit groups of Burnside rings
- Idempotents of Burnside rings and Dress induction theorem
- Braided tensor categories
- On braiding and dyslexia
- Braided compact closed categories with applications to low dimensional topology
- The representation ring of the quantum double of a finite group
- Axiomatic representation threory for finite groups
- TOPOLOGICAL QUANTUM FIELD THEORIES ASSOCIATED TO FINITE GROUPS AND CROSSED G-SETS
- On multiplicative transfer
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