Differential projective modules over differential rings, II
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DOI: 10.1080/00927872.2022.2045493
Abstract: Differential modules over a commutative differential ring R which are finitely generated projective as ring modules, with differential homomorphisms, form an additive category, so their isomorphism classes form a monoid. We study the quotient monoid… read more here.
Keywords: monoid; differential rings; projective modules; differential projective ... See more keywords