A product is considered low risk if an undetected error will not significant affect the project's ability to meet its schedule, quality, cost, and feature objectives.
如果未发现的缺陷对项目达成进度,质量,成本及特征目标的能力没有重大影响,则该工作产品被认为是低风险的。
Because new lower bounds are not relative to the weight structure of the codes, it is easy to estimate undetected error probability of various linear block codes.
由于新的限与码的重量结构无关,因此可以方便地估计任何线性分组码的不可检错误概率。
Bounds of undetected error probability (UEP) for binary constant weight codes (BCWCs) are studied in this paper.
本文研究了二元等重码不可检错误概率(uep)的界。