1) Fuchs Pseudoradicals
Fuchs广零伪根
1.
Abstract Let A be a ring (without identity),we denot F(A) to be the Fuchs Pseudoradicals of A [2] G(A) denots Brown-Mccoy radicals of A, and We dcnot Br(BL) to be the set of non-right(left) divisors of zero of A,In this paper,We prove these following theorems.
本文讨论了MHR环和Von Ncumann正则环的Fuchs广零伪根,所得结果部分回答了Szasz《Radicals of Rings》中的公开问题67,109,完全回答了公开问题108,并且修正了其中的一个定理。
2) generalized nil radical of module
模的广义诣零根
3) generalized nil radical of ring
环的广义诣零根
4) graded generalized nil radical
分次广义诣零根
1.
For any semigroup-graded ring R =R_x, the constructions of graded stronglyprime radical and graded generalized nil radical of R are given.
对于半群分次环的分次强素根和分次广义诣零根,分别给出它们的构造。
5) false root
伪根
1.
However, the two-terminal fault location algorithm, which deduces the voltage amplitude on line according to long-line equation, has the possibility of false root in theory.
但在利用长线方程沿线推导故障点电压幅值的测距算法中,原理上存在伪根的可能性,在某些情况下,会得到错误的测距结果,因此需要对该测距算法进行改进。
6) pseudo-return-to-zero
伪归零
1.
5 Gbit/s NRZ signal was experimentally converted into the corresponding pseudo-return-to-zero (PRZ) signal that contains it s clock component using both schemes.
5Gbit/s的非归零信号转换为包含其时钟分量的相应的伪归零信号。
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