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Information Journal Paper

Title

A NOTE ON ABELIAN STONGLY K-ENGEL π-REGULAR RINGS

Pages

  1-3

Abstract

 Let R be an associative ring with identity and let k ³1 be a fixed integer. An element (x,y)ÎR´R is said to be left (right) K-ENGEL p-regular if there exists a positive integer n and an element z ∈ R such that [ x, y]nk =z[ x, y]n+1 k ([ x, y]nk =[ x, y]n+1 k z). If every element of R´R is left (right) K-ENGEL p-regular, then R is said to be left (right) K-ENGEL p-regular. An element (x, y) ∈ R´R is strongly K-ENGEL p-regular if it is both left and right K-ENGEL π-regular. The ring R is strongly K-ENGEL π-regular if every element of R × R is strongly K-ENGEL p-regular. In this paper, we investigate properties of abelian strongly K-ENGEL p-regular ring.

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    APA: Copy

    CHIN ANGELINA, Y.M., & SAHEBI, SHERVIN. (2013). A NOTE ON ABELIAN STONGLY K-ENGEL π-REGULAR RINGS. MATHEMATICAL SCIENCES, 7(-), 1-3. SID. https://sid.ir/paper/322666/en

    Vancouver: Copy

    CHIN ANGELINA Y.M., SAHEBI SHERVIN. A NOTE ON ABELIAN STONGLY K-ENGEL π-REGULAR RINGS. MATHEMATICAL SCIENCES[Internet]. 2013;7(-):1-3. Available from: https://sid.ir/paper/322666/en

    IEEE: Copy

    Y.M. CHIN ANGELINA, and SHERVIN SAHEBI, “A NOTE ON ABELIAN STONGLY K-ENGEL π-REGULAR RINGS,” MATHEMATICAL SCIENCES, vol. 7, no. -, pp. 1–3, 2013, [Online]. Available: https://sid.ir/paper/322666/en

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