The survey is chiefly devoted to the materials in articles reviewed in Referativnyi Zhurnal"
Matematika" during 1969-1972 and closely abuts the surveys [28, 29, 15] which have …

This survey covers material in Referativnyi Zhurnal Matematika and is a continuation of AV
Mikhalev's survey in Algebra. Topology. Geometry, Vol. 12 (Itogi Nauki i Tekhniki (1974)) …

A survey is given of results on modules over rings, covering 1976–1980 and continuing the
series of surveys “Modules” in Itogi Nauki.

VT Markov, AV Mikhalev, LA Skornyakov, AA Tuganbaev, “Rings of endomorphisms of modules
and lattices of submodules”, Itogi Nauki i Tekhniki. Ser. Algebra. Topol. Geom., 21, VINITI …

In the present article we consider the papers on the theory of modules reviewed in the
Mathematics section of Referativnyi Zhurnal during 1966–1968. Unless we specify …

Suppose is some property of modules. Let denote the class of rings over which all modules
possess property. The main theorem of this paper answers the following question for a …

The problem considered here is a special case of the general problem of the ex-tent to
which a module (F, A) is determined by its endomorphism ring E (F, A). We consider the …

We consider associative rings with unity and unital modules; homomorphisms are written on
the opposite side of the scalars. We denote by LR (A) the lattice of submodules of an Λ …

I. Let~ o be a class of rings. It is natural to pose the question: for what rings R do the rings of
endomorphisms EndR (P) of all projective left modules RP belong to the class YF …

A [i rings are assumed to be associative with unity, and all modules right anita [. A module is
eaf [ed (self-) quasiinjeetive if any partial (mono) homomorphism of the module into itself …