Likelihood ratio comparisons among spacings related to both one or two samples

Torrado Nuria; Lillo Rosa E.

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Likelihood ratio comparisons among spacings related to both one or two samples

机译：与一两个样本相关的间距之间的似然比比较

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来源
《Statistics 》 |2015年第6期| 831-841| 共11页
作者
Torrado Nuria; Lillo Rosa E.;
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作者单位

Univ Coimbra, Ctr Math CMUC, P-3001501 Coimbra, Portugal;

Univ Carlos III Madrid, Dept Stat, Madrid 28903, Spain;

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收录信息美国《科学引文索引》(SCI);
原文格式 PDF
正文语种 eng
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1. Likelihood ratio order of spacings from two heterogeneous samples [J] . Nuria Torrado, Rosa E. Lillo Journal of Multivariate Analysis: An International Journal . 2013 ,第Null期

机译：两个异类样本的间距的似然比顺序
2. Likelihood ratio order of m-spacings for two samples [J] . Maochao Xu, Xiaolzu Li Quality Control and Applied Statistics . 2007 ,第3期

机译：两个样本的m间距的似然比顺序
3. dbEmpLikeGOF: An R Package for Nonparametric Likelihood Ratio Tests for Goodness-of-Fit and Two-Sample Comparisons Based on Sample Entropy [J] . Jeffrey Miecznikowski, Albert Vexler, Lori Shepherd Journal of Statistical Software . 2013 ,第1期

机译：dbEmpLikeGOF：R软件包，用于基于样本熵的拟合优度和两样本比较的非参数似然比检验
4. An Effect of Background Population Sample Size on the Performance of a Likelihood Ratio-based Forensic Text Comparison System:A Monte Carlo Simulation with Gaussian Mixture Model [C] . Shunichi Ishihara Australasian Language Technology Association workshop . 2016

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5. Comparison of Bandwidth Selection Methods in Two-Sample Problem With Likelihood Ratio Ordering [D] . Liping, Loraine Seng 2018

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6. A Comparison of Penalized Maximum Likelihood Estimation and Markov Chain Monte Carlo Techniques for Estimating Confirmatory Factor Analysis Models With Small Sample Sizes [O] . Oliver Lüdtke, Esther Ulitzsch, Alexander Robitzsch 2021

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7. Power Comparison of Empirical Likelihood Ratio Tests : Small Sample Properties through Monte Carlo Studies [O] . Tanizaki Hisashi 2004

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8. A Comparison of Average Likelihood and Maximum Likelihood Ratio Tests for Detecting Radar Targets of Unknown Doppler Frequency [R] . Brennan, L. E., Reed, I. S., Sollfrey, W. 1966

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Likelihood ratio comparisons among spacings related to both one or two samples

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