1986
DOI: 10.1080/00927878608823311
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Slender groups and related concepts

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Cited by 26 publications
(1 citation statement)
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“…He expanded the concept of a slender group in the sense of Loš to the concept of a generalized slender mixed abelian group [134]. Rychkov also obtained several nice theorems characterizing homomophisms from direct products of groups to generalized slender groups and, dually, from dual slender groups to direct sums of groups [147]. Rychkov proved the following generalization of a well-known theorem of Loš by showing that a quotient group i G i / i G i is algebraically compact if and only if all but countably many factors are algebraically compact [135].…”
Section: Abelian Groups In Mpsu (Moscowmentioning
confidence: 99%
“…He expanded the concept of a slender group in the sense of Loš to the concept of a generalized slender mixed abelian group [134]. Rychkov also obtained several nice theorems characterizing homomophisms from direct products of groups to generalized slender groups and, dually, from dual slender groups to direct sums of groups [147]. Rychkov proved the following generalization of a well-known theorem of Loš by showing that a quotient group i G i / i G i is algebraically compact if and only if all but countably many factors are algebraically compact [135].…”
Section: Abelian Groups In Mpsu (Moscowmentioning
confidence: 99%