… Finally, we show that if every cyclic left R-module has FP-projective dimension at most 1, then
… As a consequence, we obtain: if every cyclic left R-module has FP-projective dimension at …

… pure-semisimple if and only if every right \(R\)-module is pure-C2 if and only if any direct sum
of pure-C2 right \(R\)-module is pure-… cyclic right \(R\)-module is finitely presented and pure-…

… In the melt, cyclic chains of low or medium … Cyclic polymers also show lower melt viscosities
than their linear analogues, and intriguing rheological behavior: entangled pure cyclic …

… modules one can consider different classes of modules to obtain different purities. A submodule
B of a right module A is said to be I-pure if … an epimorphism for any cyclic submodule K of …

… -sum decompositions of pure-projective modules over some … pure-projective left module is
a direct sum of cyclic modules. … every pure-projective left module is a direct sum of cyclic left …

… The membrane with the highest porosity and pure water permeability was used for …
The membrane was placed between two chambers of a stainless steel flat sheet module (model …

… If the SY curve is recorded for mixtures containing different linear-to-cyclic polymer ratios (from
pure l-PLA to “pure” c-PLA), a calibration curve can be determined by plotting 1-SY versus …

… up pure subgroups which are direct sums of cyclic … R-module M is said to be cyclic if
there exists a single element generating M, ie, if M = Rx for some x in M. If M and M' are R-modules, …

… The modular Br 2 /BrCN generator was employed for the synthesis of a diverse set of biologically
relevant five- and six-membered cyclic … Pure BrCN is stable for longer periods if stored …

… between the respective categories of graded modules. Moreover, the extension of scalars …
f∗ is lax symmetric monoidal with respect to the tensor product of graded modules. We let k be …