References Page 1 References [1] FW Anderson and KR Fuller, Rings and Categories of
Modules, SpringerVerlag, New York (1974). [2] VI Arnautov, ST Glavatsky, and AV Mikhalev …

Discrete valuation domains form a class of local domains close to division rings. However, it
follows from our definition that a division ring is not a discrete valuation domain. A discrete …

The Baer-Kaplansky theorem states that two torsion groups are isomorphic if and only if their
endomorphism rings are isomorphic rings. Let R be a discrete valuation domain. If R is …

For a complete discrete valuation domain R, a class of R-modules is said to satisfy an
isomorphism theorem if an isomorphism between the endomorphism algebras of two …

AROUND THE BAER–KAPLANSKY THEOREM PA Krylov, AA Tuganbaev, and AV Tsarev
UDC 512.541 Page 1 Journal of Mathematical Sciences, Vol. 256, No. 3, July, 2021 AROUND …

Modules over discrete valuation domains. II | SpringerLink Skip to main content Advertisement
SpringerLink Log in Menu Find a journal Publish with us Search Cart 1.Home 2.Journal of …

This review paper is a continuation of two previous review papers devoted to properties of
modules over discrete valuation domains. The first part of this work was published in the …

Вокруг Теоремы Бэра-Капланского КОРЗИНА ПОИСК НАВИГАТОР СЕССИЯ КОНТАКТЫ
ИНФОРМАЦИЯ О ПУБЛИКАЦИИ eLIBRARY ID: 42649676 EDN: XSEWLJ ВОКРУГ ТЕОРЕМЫ …

Взаимосвязь структуры абелевой группы со структурой кольца ее эндоморфизмов
является классической проблемой в теории абелевых групп. В частности, Бэром и …

Let R and S be a pair of equivalent rings. We will prove that if R has property that a pair of
modules over R are isomorphic if and only if their endomorphism rings are isomorphic than …