Covering classes, strongly flat modules, and completions
A Facchini, Z Nazemian - Mathematische Zeitschrift, 2020 - Springer
We study some closely interrelated notions of Homological Algebra:(1) We define a topology
on modules over a not-necessarily commutative ring R that coincides with the R-topology …
on modules over a not-necessarily commutative ring R that coincides with the R-topology …
Covering classes, strongly flat modules, and completions.
A Facchini, Z Nazemian - Mathematische Zeitschrift, 2020 - search.ebscohost.com
We study some closely interrelated notions of Homological Algebra:(1) We define a topology
on modules over a not-necessarily commutative ring R that coincides with the R-topology …
on modules over a not-necessarily commutative ring R that coincides with the R-topology …
Covering classes, strongly flat modules, and completions
A Facchini, Z Nazemian - arXiv e-prints, 2018 - ui.adsabs.harvard.edu
We study some closely interrelated notions of Homological Algebra:(1) We define a topology
on modules over a not-necessarily commutative ring $ R $ that coincides with the $ R …
on modules over a not-necessarily commutative ring $ R $ that coincides with the $ R …
[引用][C] Covering classes, strongly flat modules, and completions
A Facchini, Z Nazemian - MATHEMATISCHE ZEITSCHRIFT, 2019 - research.unipd.it
Covering classes, strongly flat modules, and completions IRIS IRIS Home Sfoglia
Macrotipologie & tipologie Autore Titolo Riviste Serie IT Italiano Italiano English English …
Macrotipologie & tipologie Autore Titolo Riviste Serie IT Italiano Italiano English English …
Covering classes, strongly flat modules, and completions
A Facchini, Z Nazemian - arXiv preprint arXiv:1808.02397, 2018 - arxiv.org
We study some closely interrelated notions of Homological Algebra:(1) We define a topology
on modules over a not-necessarily commutative ring $ R $ that coincides with the $ R …
on modules over a not-necessarily commutative ring $ R $ that coincides with the $ R …