绝对考验法系利用检定值的尾机率(tail probability)的 p 值是否小於 χ 2 分配的某个临界值(例如 .05),来决 定模式适配 χ 2 …ja.scribd.com|基于3个网页 2. 尾概率 pairwise error probability_翻译 ... 概率论: probability theory 尾概率: Tail probability 阻塞率: blocking probability ... www.lw...
Markov's inequality provides a bound on the tail probability. The bound requires only knowledge of the mean of the random variable. Because the bound uses such limited information, it has the potential of being very loose. In fact, if xo≤ E[X], then the Markov inequality states that Pr...
网络释义 1. 尾机率 绝对考验法系利用检定值的尾机率(tail probability)的 p 值是否小於 χ 2 分配的某个临界值(例如 .05),来决 定模式适配 χ 2 … ja.scribd.com|基于3个网页 2. 尾概率 pairwise error probability_翻译 ... 概率论: probability theory尾概率:Tail probability阻塞率: blocking probabi...
parametric probability modelsPareto tail modelTuring's formulaSummary The remarkable Turing's formula suggests that certain useful knowledge of the tail of a distribution {p k ; k ≥ 1} on χ = { k ; k ≥ 1} may be extracted from an iid sample. This chapter demonstrates how such ...
Finite-time ruin probabilityLet {ξ,ξk:k≥1} be a sequence of widely orthant dependent random variables with common distribution F satisfying Eξ>0. Let τ be a nonnegative integer-valued random variable. In this paper, we discuss the tail probabilities of random sums Sτ=∑n=1τξn ...
An asymptotic approximation for the tail probability of a noncentral indefinite Gaussian quadratic form is obtained. This approimation requires the solution of an algebraic equation. A more explicit asymptotic lower bound is also obtained by using Jensen''s inequalitydoi:10.1080/03610919408813179...
Priority queue- ing systems: from probability generating functions to tail probabilities. Queueing Systems, 55(1):27-39, January 2007. ISSN 0257-0130. LINK. 57T. Maertens, J. Walraevens, and H. Bruneel, "Priority queueing systems: from probability generating functions to tail probabil- ities...
必应词典为您提供Tail-Probability-Function的释义,网络释义: 尾部概率函数;尾机率函数;
或者是翻译成了其他名字，所以请问这里的tail bo…基本的idea应该是算tail probability，如果X服从标准正...
Figure 8: Tail latency example5 Consider a system where all leaf nodes have an average response time of 1 ms, but there is probability of 1% that the response time is greater than 1,000 ms (one second). If each query is handled by only a single leaf node, the probability of the que...