The application of proof about Chebyshev's inequality 车贝晓夫不等式在证明题中的应用探讨
On unified generalization of Chebyshev inequality and Laplace inequality 关于Chebyshev不等式和Laplace不等式的统一推广
In this paper, the duality theorems of arranging sequence theorem and Chebyshev inequality are given, and arranging sequence theorem, Chebyshev inequality and their duality theorems are generalized. 给出了排序定理和Chebyshev不等式的对偶定理,并对排序定理、Chebyshev不等式及其对偶定理进行了推广。
Finally we set up statistical several aiming design model to solve the question ⅲ. Using the Chebyshev ′ s Inequality, we can find the best way from 3 to 14 and 14 to 3 and can also get the travel time. 问题Ⅲ构建了统计多目标规划模型,利用车比雪夫不等式,成功找到了从端点3到14和14到3的最优路径,并估算出了对应的行车时间。
Fault-tolerance analysis of feedforward neural networks with the Chebyshev inequality method 前向神经网络容错性分析的切比雪夫不等式法
The relationship between the numbers of targeting and the credibility was derived by Chebyshev inequality and Central Limit Theorem, the upper bound and lower bound of credibility interval was computed respectively. 利用Chebyshev不等式和中心极限定理推导出了模拟打靶次数与置信度之间的关系,并计算了置信区间的上下界。
In addition, anomaly detection can be implemented by Chebyshev inequality in raw alert series, filtered alert series, frequency series of alerts. Then the capability of detecting specific security events can be improved. 另外还采用切比雪夫公式对告警时间序列、误告警去除后的时间序列、时频转换后的频域序列进行异常检测,提高了检测特定类型安全事件的能力。