Tensor actions and locally complete intersections
We introduce a relative version of Balmer's tensor triangular geometry by considering the action of a tensor triangulated category on another triangulated category. Several of Balmer's results are extended to this relative setting giving rise to, among other things, a theory of supports for objects of a category upon which a tensor triangulated category acts. In the case that a rigidly-compactly generated tensor triangulated category acts on a compactly generated category we describe a version...[Show more]
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