Weak McCoy property in amalgamated algebra along ideal
Main Article Content
Let f : A → B be a ring homomorphism and J be an ideal of B. In this note, we investigate the transfer of the weak McCoy property to the amalgamation of A with B along J with respect to f (denoted by A⋈fJ) introduced and studied by D’Anna, Finocchiaro and Fontana in 2009. Our aim is to provide conditions under which A⋈fJ is a left weak McCoy (resp. right weak McCoy, McCoy) ring. Our results enrich the literature with new families of left weak McCoy (resp. right weak McCoy, weak McCoy) rings.
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How to Cite
El Ouarrachi, M., & Bouchikhi, A. (2023). Weak McCoy property in amalgamated algebra along ideal. Gulf Journal of Mathematics, 14(2), 1-7. https://doi.org/10.56947/gjom.v14i2.1042