Modules and Algebras: Bimodule Structure on Group Actions and Algebras (Monographs and Surveys in Pure and Applied Mathematics)

Module theory over commutative asociative rings is usually extended to noncommutative associative rings by introducing the category of left (or right) modules. An alternative to this procedure is suggested by considering bimodules. A refined module theory for associative rings is used to investigate the bimodule structure of arbitary algebras and group actions on these algebras.