$2$-Primal环的Ore扩张中的极小素理想和单位元

Let R be an(α,δ)-compatible ring.It is proved that R is a 2-primal ring if and only if for every minimal prime ideal P in R[x;α,δ] there exists a minimal prime ideal P in R such that P = P [x;α,δ],and that f(x) ∈ R[x;α,δ] is a unit if and only if its constant term is a unit and other coefficients are nilpotent.     

顶空毛细管气相色谱法测定氯雷他定中9种有机溶剂的残留量

提出了顶空毛细管气相色谱法测定氯雷他定中乙醚、异丙醇、乙腈、叔丁醇、乙酸乙酯、四氢呋喃、环己烷、三乙胺和甲苯的残留量.采用DB-624毛细管柱(30 mX0.53 inIil,3μm),程序升温,以N、N二甲基甲酰胺(DMF)为溶剂,9种溶剂的平均回收率分别为98.2%,98.8%,106.0%,99.0%,97.7%,95.4%,95.1%,93.O%,100.6%,检出限分别为0.056,0.67,0.61,0.45,0.33,0.16,0.041,0.28,0.20 mg·L-1,测定限分别为0.17,2.0,1.9,1.1,1.1,0.54,0.13,0.90,0.69 mg·L-1.     

拟-中心半交换环

环$R$称为拟-中心半交换的(简称QCS环)如果对$a,b\in R$, $ab=0$蕴含$aRb\subseteq Q(R)$, 其中$Q(R)$为$R$的拟中心.证明了如果$R$ 为QCS环, 那么$R$的幂零元集恰好是它的Wedderburn根, 且对$n\geq 2$, 上三角矩阵环$R=T_n(S)$ 是QCS 环当且仅当$n=2$ 且$S$ 是duo 环, 而$T_{2k+2}^k$是QCS环如果$R$是约化的duo环.