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An anti-coHopfian module is uniform noetherian.
By the regularity results in [2], u R, ∇ x u R, y a ∂ u R ∂ y ∈ C β ( Q R ) for some 0 < β < 1 and the continuous module is uniform bounded.
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The CTP 486 module was uniform and water-equivalent, with CT number (HU) within 2% (20 HU) of water's density at standard scanning protocols.
It is an ordinal valued invariant that is in some sense a measure of how far a module is from being uniform.
This paper defines couniserial dimension of a module that measures how far a module is from being uniform.
One important advantage of the MICS data for this type of work is that the time allocation module is nearly uniform across countries and between rounds.
If (M_n ) is uniform (R -module, then it is also unifoR -moduledule.
So it is a descending chain of (R -submodules of (M) and thus, foR -submodulesM_n) is unifofM (R)-module or (M_n cong M_i) and(R)-modules for all (i ge n).
An element x∈M is uniform, if xR is a non-zero uniform (hence uniserial) module and for any R-module M with a unique composition series, d(M) denotes its composition length.
An element x ∈ M is uniform, if x R is a non-zero uniform (hence uniserial) module and for any R -module M with a unique composition series, d ( M ) denotes its composition length.
The optical module achieves good optical performance and its light irradiance distribution on the chip surface is uniform.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com