Establishes Cohen-Montgomery duality for bimodules between G-categories and G-graded categories and proves it preserves Morita, stable, and singular equivalences of Morita type.
Rings essential over their cen- ters
2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
verdicts
UNVERDICTED 2representative citing papers
Right uniserial right Noetherian centrally essential rings are precisely commutative discrete valuation domains or two-sided Artinian two-sided uniserial rings, and non-commutative uniserial Artinian centrally essential rings exist.
citing papers explorer
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Cohen-Montgomery duality for bimodules and singular equivalences of Morita type
Establishes Cohen-Montgomery duality for bimodules between G-categories and G-graded categories and proves it preserves Morita, stable, and singular equivalences of Morita type.
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Uniserial Noetherian Centrally Essential Rings
Right uniserial right Noetherian centrally essential rings are precisely commutative discrete valuation domains or two-sided Artinian two-sided uniserial rings, and non-commutative uniserial Artinian centrally essential rings exist.