Characterizes when differential polynomial rings R[t;δ] admit compatible Γ-gradings and proves graded analogues of simplicity, primeness, and Noetherianity theorems.
Morita equivalence for graded rings
2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2verdicts
UNVERDICTED 2representative citing papers
Matrix stability for G-algebras or G-graded algebras guarantees Morita invariance, implying Morita invariance of bivariant algebraic K-theory and kk-equivalence between ℓ^X ⋊ G and ℓ^{X/G} for free actions.
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Matrix stability and Morita invariance
Matrix stability for G-algebras or G-graded algebras guarantees Morita invariance, implying Morita invariance of bivariant algebraic K-theory and kk-equivalence between ℓ^X ⋊ G and ℓ^{X/G} for free actions.