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1.Exact Bayesian and Fiducial Limits for the Mean of Lognormal Distribution
对数正态分布均值的Bayes及Fiducial精确限收藏指正
2.Exact Bayesian Interval Estimation of Parameters, Reliable Life, Reliability for Extreme Value Distribution
极值分布参数、可靠寿命、可靠性的 Bayes 精确区间估计收藏指正
3.In this paper, the UMVUE,the Bayesian estimation and the exact classical limits, the exact Bayesian credible limits of the distribution parameters(location parameter μ,scale parameter θ) and the reliability measurements(failure rate λ,mean time to failure (MTTF)M,reliability life t?R,reliability R(t)),and the high precision approximate classical limits of MTTF of the left truncated two-parameter exponential distribution are presented. And illustration of these methods are also included.
对左截尾双参数指数分布,给出了其分布参数(位置参数μ,尺度参数θ),可靠性测度(失效率λ,平均失效前时间(MTTF)M,可靠寿命tR,可靠度R(t))的UMVUE,Bayes估计与经典精确限,Bayes精确可信限,还给出了MTTF高精度的经典近似限,最后用数值例说明了这些方法。收藏指正
4.The present paper covers the Bayesian estimation of Pareto distribution Parameter and its admissibility. And it is also proposed that the bayes lowers confidence limit and the exact form of hierarchical Bayes estimation.
讨论了在熵损失下Pareto分布的参数的Bayes估计及多层Bayes估计,给出了参数的置信下限和容许性估计的一般形式,最后证明了极大似然估计是不容许的.收藏指正
5.By using the dual distance distribution and its properties for binary code C withlength n and number of codewords M, the Althofer-Sillke inequality is improved when Misodd. The exact values of minimum average Hamming distance of C are determined when Mequals 2n-1 or 2n-1 -1.
通过对二元n长码C的对偶距离分布的研究,在码字数为奇数的情况下,改进了Al-thofer-Sillke[1]和[2]文关于C的码字间平均Hamming距离及其均方差的不等式,并在码字数为2n-1或2n-1-1时,确定了码C的最小平均距离及其均方差的精确值.收藏指正
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