TY - JOUR
TI - On the Structure of Commutative Rings with ${\bf {p_1}^{k_1}\cdots {p_n}^{k_n} Zero Divisors II
PY - 2010/09/02
Y2 - 2024/07/20
JF - European Journal of Pure and Applied Mathematics
JA - Eur. J. Pure Appl. Math.
VL - 3
IS - 4
LA - en
UR - https://ejpam.com/index.php/ejpam/article/view/753
SP - 686-694
AB - In this paper,Â we determine the structure of nonlocal commutative ringsÂ with $p^6$ zero-divisors and characterize the structure of nonlocal commutative ringsÂ with $p^7$ zero-divisors. Also, the structure and classificationÂ up to isomorphismÂ all commutativeÂ rings withÂ ${p_1}^{k_1}\ldots {p_n}^{k_n}$Â zero-divisors, where $n$ is aÂ positive integer,Â ${p_i}^,s$ are distinct prime number and $1\leqÂ k_i\leq 4$, are determined.
ER -