I PRIKLADNAYA MATEMATIKA
(FUNDAMENTAL AND APPLIED MATHEMATICS)
2010, VOLUME 16, NUMBER 7, PAGES 221-236
A. R. Chekhlov
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modules have been defined.
Some properties of such modules have been proved.
For instance, all direct summands of an -nilpotent module are
fully invariant, and the -commutant of an
module is contained in the intersection of all maximal
commutatorically invariant submodules.
Necessary and sufficient conditions under which a finite length
module is -solvable have been found.
Last modified: October 21, 2011