Displaying similar documents to “On rings of Darboux functions”

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Composition of functions.

Muthuvel, Kandasamy (2000)

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Manfred Dugas, Shalom Feigelstock (2004)

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P -clean rings.

Chen, Weixing (2006)

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A-Rings

Manfred Dugas, Shalom Feigelstock (2003)

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A ring R is called an E-ring if every endomorphism of R⁺, the additive group of R, is multiplication on the left by an element of R. This is a well known notion in the theory of abelian groups. We want to change the "E" as in endomorphisms to an "A" as in automorphisms: We define a ring to be an A-ring if every automorphism of R⁺ is multiplication on the left by some element of R. We show that many torsion-free finite rank (tffr) A-rings are actually E-rings. While we have an example...