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Type: Article
The -(+) and -(+) constructions for biset functors
Abstract:
In this article we define the ?+-construction and the ?+-construction, that was crucial in the theory of canonical induction formulas (see [3]), in the setting of biset functors, thus providing the necessary framework to define and construct canonical induction formulas for representation rings that are most naturally viewed as biset functors. Additionally, this provides a unified approach to the study of a class of functors including the Burnside ring, the monomial Burnside ring and global representation ring.
In this article we define the ?+-construction and the ?+-construction, that was crucial in the theory of canonical induction formulas (see [3]), in the setting of biset functors, thus providing the necessary framework to define and construct canonical induction formulas for representation rings that are most naturally viewed as biset functors. Additionally, this provides a unified approach to the study of a class of functors including the Burnside ring, the monomial Burnside ring and global representation ring.
Keywords: Functor, Finite Group, Biset Functors
MSC: 19A22 (20C15 20C20)
Journal: Journal of Algebra
ISSN: 1090-266X
Year: 2019
Volume: 523
Pages: 241-273
Zbl Number: 1398.81123



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