On minimal absolutely pure domain of RD-flat modules
Y ALAGÖZ - Turkish Journal of Mathematics, 2022 - journals.tubitak.gov.tr
… modules whose absolutely pure domains contain only divisible modules, and we referred to
these RD-flat modules … A cyclic right R-module C ∼= R/I is said to be cyclically presented if I …
these RD-flat modules … A cyclic right R-module C ∼= R/I is said to be cyclically presented if I …
Experimental comparative assessment of butanol or ethanol diesel-fuel extenders impact on combustion features, cyclic irregularity, and regulated emissions balance …
… of measurements by the exhaust gas analyzer modules. … It was of 99.9% purity (analytical
grade) and purchased from … The ethanol (CH 3 CH 2 OH) of 99% purity (analytical grade) was …
grade) and purchased from … The ethanol (CH 3 CH 2 OH) of 99% purity (analytical grade) was …
Homological conjectures and lim Cohen-Macaulay sequences
M Hochster - … and Computational Methods in Commutative Algebra …, 2017 - Springer
… (the perfectoid Abhyankar lemma) of the almost purity theorem due to Faltings. Moreover,
quite … that M is a cyclic A-module A∕I. Because a free resolution G • of Sym A (M) by free A[u]-…
quite … that M is a cyclic A-module A∕I. Because a free resolution G • of Sym A (M) by free A[u]-…
Cyclic homology, -equivariant Floer cohomology, and Calabi-Yau structures
S Ganatra - arXiv preprint arXiv:1912.13510, 2019 - arxiv.org
We construct geometric maps from the cyclic homology groups of the (compact or wrapped) …
) cohomology groups, which are natural with respect to all Gysin and periodicity exact …
) cohomology groups, which are natural with respect to all Gysin and periodicity exact …
Quantum groups via cyclic quiver varieties I
F Qin - Compositio mathematica, 2016 - cambridge.org
We construct the quantized enveloping algebra of any simple Lie algebra of type ADE as the
quotient of a Grothendieck ring arising from certain cyclic quiver varieties. In particular, the …
quotient of a Grothendieck ring arising from certain cyclic quiver varieties. In particular, the …
[HTML][HTML] Cell-free biocatalytic syntheses of l-pipecolic acid: a dual strategy approach and process intensification in flow
… as an optically pure molecule, … respect to the cyclic imine intermediate. In the case of L-ornithine,
the substrate was fully deaminated but only 27.5 mM (55%) of the corresponding cyclic …
the substrate was fully deaminated but only 27.5 mM (55%) of the corresponding cyclic …
Coneat injective modules
MF Hamid - Missouri Journal of Mathematical Sciences, 2019 - projecteuclid.org
… Recall that a module is called pure injective if it is injective with respect to all … [12] VS
Ramamurthi, On the injectivity and flatness of certain cyclic modules, Proc. Amer. Math. …
Ramamurthi, On the injectivity and flatness of certain cyclic modules, Proc. Amer. Math. …
Oxidative approach enables efficient access to cyclic azobenzenes
MS Maier, K Hüll, M Reynders… - Journal of the …, 2019 - ACS Publications
… In combination with a modular substrate synthesis, it allows … The method can be applied to
the synthesis of a new cyclic … the Baeyer-Mills reaction, such as pure acetic acid or acetic acid/…
the synthesis of a new cyclic … the Baeyer-Mills reaction, such as pure acetic acid or acetic acid/…
Some characterizations of coherent rings in terms of strongly FP-injective modules
M Chen, H Kim, F Wang, X Zhang - Communications in Algebra, 2020 - Taylor & Francis
… In addition, we show that a module is injective if and only if it is a pure I -periodic module, …
von Neumann regular if and only if any cyclic R-module is strongly FP-injective (Proposition 2.9)…
von Neumann regular if and only if any cyclic R-module is strongly FP-injective (Proposition 2.9)…
[HTML][HTML] On the classification of weakly integral modular categories
… integral modular categories through rank 7. Our results imply that all integral modular …
A cyclic modular category is a pointed modular category with the same fusion rules as Rep ( …
A cyclic modular category is a pointed modular category with the same fusion rules as Rep ( …