A module-theoretic approach to clifford theory for blocks Academic Article

abstract

• This work concerns a generalization of Clifford theory to blocks of group-graded algebras. A module-theoretic approach is taken to prove a one-to-one correspondence between the blocks of a fully group-graded algebra covering a given block of its identity component, and conjugacy classes of blocks of a twisted group algebra. In particular, this applies to blocks of a finite group covering blocks of a normal subgroup. 1999 American Mathematical Society.

authors

• Witherspoon, Sarah

published proceedings

• Proceedings of the American Mathematical Society

author list (cited authors)

• Witherspoon, S. J.

complete list of authors

• Witherspoon, SJ

publication date

• December 2000

published in

• Proceedings of the American Mathematical Society  Journal

start page

• 661

end page

• 670

volume

• 128

issue

• 3