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Percentiles Estimation for a Response Distribution 被引量:1
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作者 田玉斌 牟可典 《Journal of Beijing Institute of Technology》 EI CAS 2002年第4期424-428,共5页
To estimate percentiles of a response distribution, the transformed response rule of Wetherill and Robbins-Monro sequential design were proposed under Log-Logistic model. Based on responses data, a necessary and suffi... To estimate percentiles of a response distribution, the transformed response rule of Wetherill and Robbins-Monro sequential design were proposed under Log-Logistic model. Based on responses data, a necessary and sufficient condition for the existence of maximum likelihood estimators and then the calculating formula were presented. After a simulation study, the proposed approach was applied to 65# detonator. Numerical results showed that estimators of percentiles from the proposed approach are robust to the parametric models lacking information on the original response distribution. 展开更多
关键词 percentileS maximum likelihood estimator sensitivity test transformed response
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Modeling and Parameter Optimization of Statistical Priority-Based Multiple Access Protocol 被引量:8
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作者 Siying Gao Ming Yang Hui Yu 《China Communications》 SCIE CSCD 2019年第9期45-61,共17页
The Statistical Priority-based Multiple Access Protocol(SPMA)is the de facto standard for Tactical Target Network Technology(TTNT)and has also been implemented in ad hoc networks.In this paper,we present a non-preempt... The Statistical Priority-based Multiple Access Protocol(SPMA)is the de facto standard for Tactical Target Network Technology(TTNT)and has also been implemented in ad hoc networks.In this paper,we present a non-preemptive M/M/1/K queuing model to analyze the performance of different priorities in SPMA in terms of average packet loss rate and delay.And based on this queuing model,we designed a percentile scoring system combined with Q-learning algorithm to optimize the protocol parameters.The simulation results show that our theoretical model is closely matched with the reality,and the proposed algorithm improves the efficiency and accuracy in finding the optimal parameter set of SPMA protocol. 展开更多
关键词 SPMA QUEUING model Q-LEARNING percentile SCORING system
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CiteScore与影响因子及其相关指标的对比分析 被引量:5
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作者 盛丽娜 《现代情报》 CSSCI 2018年第6期40-45,共6页
对比分析Scopus数据库新推出的期刊评价指标CiteScore及其相关指标CiteScore Percentile、CiteScore Percentile Quartile,与Web of Science常用期刊评价指标影响因子及其相关指标Journal Impact Factor Percentile(影响因子百分位)、... 对比分析Scopus数据库新推出的期刊评价指标CiteScore及其相关指标CiteScore Percentile、CiteScore Percentile Quartile,与Web of Science常用期刊评价指标影响因子及其相关指标Journal Impact Factor Percentile(影响因子百分位)、影响因子分区的异同,并选取学科规模及影响力均有差异的4个学科进行实证研究,以深入了解CiteScore的文献计量学特征,为指标的进一步应用提供参考。 展开更多
关键词 CiteScore CiteScore percentile CiteScore percentile Quartile 影响因子 影响因子百分位 影响因子分区
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Convergence of Impact Measures and Impact Bundles
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作者 Leo Egghe 《Journal of Data and Information Science》 CSCD 2022年第3期5-19,共15页
Purpose:A new point of view in the study of impact is introduced.Design/methodology/approach:Using fundamental theorems in real analysis we study the convergence of well-known impact measures.Findings:We show that poi... Purpose:A new point of view in the study of impact is introduced.Design/methodology/approach:Using fundamental theorems in real analysis we study the convergence of well-known impact measures.Findings:We show that pointwise convergence is maintained by all well-known impact bundles(such as the h-,g-,and R-bundle)and that theμ-bundle even maintains uniform convergence.Based on these results,a classification of impact bundles is given.Research limitations:As for all impact studies,it is just impossible to study all measures in depth.Practical implications:It is proposed to include convergence properties in the study of impact measures.Originality/value:This article is the first to present a bundle classification based on convergence properties of impact bundles. 展开更多
关键词 Pointwise and uniform convergence of impact measures and bundles Second Dini theorem Arzelà’s theorem Bundle classification Generalized h-and g-indices percentileS
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Speed prediction models for car and sports utility vehicleat locations along four-lane median divided horizontal curves
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作者 Avijit Maji Ayush Tyagi 《Journal of Modern Transportation》 2018年第4期278-284,共7页
Sites with varying geometric features were analyzed to develop the 85 th percentile speed prediction models for car and sports utility vehicle(SUV) at 50 m prior to the point of curvature(PC), PC, midpoint of a curve(... Sites with varying geometric features were analyzed to develop the 85 th percentile speed prediction models for car and sports utility vehicle(SUV) at 50 m prior to the point of curvature(PC), PC, midpoint of a curve(MC), point of tangent(PT) and 50 m beyond PT on four-lane median divided rural highways. The car and SUV speed data were combined in the analysis as they were found to be normally distributed and not significantly different. Independent parameters representing geometric features and speed at the preceding section were logically selected in stepwise regression analyses to develop the models. Speeds at various locations were found to be dependent on some combinations of curve length, curvature and speed in the immediately preceding section of the highway. Curve length had a significant effect on the speed at locations 50 m prior to PC, PC and MC. The effect of curvature on speed was observed only at MC. The curve geometry did not have a significant effect on speed from PT onwards. The speed at 50 m prior to PC and curvature is the most significant parameter that affects the speed at PC and MC, respectively. Before entering a horizontal curve, drivers possibly perceive the curve based on its length. Longer curve encourages drivers to maintain higher speed in the preceding tangent section. Further, drivers start experiencing the effect of curvature only after entering the curve and adjust speed accordingly. Practitioners can use these findings in designing consistent horizontal curve for vehicle speed harmony. 展开更多
关键词 Vehicle speed prediction model Four-lane median divided highway Horizontal curve Regression analysis The 85th percentile speed
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