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Erratum: Unit-root tests for explosive behavior 勘误:爆炸行为的单位根试验
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2022-03-01 DOI: 10.1177/1536867x221083930
Christopher F. Baum, Jesús Otero
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引用次数: 1
Computing the fragility index for randomized trials and meta-analyses using Stata 使用Stata计算随机试验和荟萃分析的脆弱性指数
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2022-03-01 DOI: 10.1177/1536867X221083856
Ariel Linden
In this article, I introduce two commands for computing the fragility index (FI): fragility, which is used for individual randomized controlled trials, and metafrag, which is used for meta-analyses. The FI for individual studies is defined as the minimum number of patients whose status would have to change from a nonevent to an event to nullify a statistically significant result. Correspondingly, the FI for meta-analyses is defined as the minimum number of patients from one or more trials included in the meta-analysis for which a modification of the event status (that is, changing events to nonevents or nonevents to events) would change the statistical significance of the pooled treatment effect to nonsignificant. Whether for an individual study or for a meta-analysis, a low FI indicates a more “fragile” study result, and a larger FI indicates a more robust result.
在这篇文章中,我介绍了两个计算脆弱性指数(FI)的命令:脆弱性,用于个体随机对照试验,metafrag,用于荟萃分析。个体研究的FI被定义为状态必须从非事件变为事件才能使统计显著结果无效的最小患者人数。相应地,荟萃分析的FI被定义为荟萃分析中包括的一个或多个试验的最小患者人数,对这些试验,事件状态的修改(即将事件变为无事件或将无事件变为事件)将使合并治疗效果的统计显著性变为无显著性。无论是个体研究还是荟萃分析,FI越低,研究结果越“脆弱”,FI越大,结果越稳健。
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引用次数: 1
Announcement of the Stata Journal Editors’ Prize 2022 宣布2022年Stata期刊编辑奖
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2022-03-01 DOI: 10.1177/1536867x221083849
N. Cox, S. Jenkins
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引用次数: 0
Effect sizes for contrasts of estimated marginal effects 估计边际效应对比度的效应大小
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2022-03-01 DOI: 10.1177/1536867X221083901
B. Shaw
The statistical literature is replete with calls to report standardized measures of effect size alongside traditional p-values and null hypothesis tests. While effect-size measures such as Cohen’s d and Hedges’s g are straightforward to calculate for t tests, this is not the case for parameters in more complex linear models, where traditional effect-size measures such as η 2 and ω 2 face limitations. After a review of effect sizes and their implementation in Stata, I introduce the community-contributed command mces. This postestimation command reports standardized effect-size statistics for dichotomous comparisons of marginal-effect contrasts obtained from margins and mimrgns, including with complex samples, for continuous outcome variables. mces provides Stata users the ability to report straightforward estimates of effect size in many modeling applications.
统计文献中充斥着报告效应大小的标准化测量以及传统p值和零假设检验的呼声。虽然Cohen的d和Hedges的g等效应大小度量对于t检验来说很容易计算,但对于更复杂的线性模型中的参数来说却不是这样,因为η2和ω2等传统效应大小度量面临限制。在回顾了效果大小及其在Stata中的实现之后,我介绍了社区贡献的命令mces。该后估计命令报告了标准化的效应大小统计数据,用于对从边际和最小rgn获得的边际效应对比进行二分比较,包括对连续结果变量的复杂样本。mces为Stata用户提供了在许多建模应用程序中直接报告效应大小估计的能力。
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引用次数: 1
Measuring technical efficiency and total factor productivity change with undesirable outputs in Stata 在Stata测量技术效率和全要素生产率变化与不良产出
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2022-03-01 DOI: 10.1177/1536867X221083886
Daoping Wang, Kerui Du, Ning Zhang
In this article, we introduce two community-contributed data envelopment analysis commands for measuring technical efficiency and productivity change in Stata. Over the last decades, an important theoretical progression of data envelopment analysis, a nonparametric method widely used to assess the performance of decision-making units, is the incorporation of undesirable outputs. Models able to deal with undesirable outputs have been developed and applied in empirical studies for assessing the sustainability of decision-making units. These models are getting more and more attention from researchers and managers. The teddf command discussed in the present article allows users to measure technical efficiency, both radial and nonradial, when some outputs are undesirable. Technical efficiency measures are obtained by solving linear programming problems. The gtfpch command we also describe here provides tools for measuring productivity change, for example, the Malmquist–Luenberger index and the Luenberger indicator. We provide a brief overview of the nonparametric efficiency and productivity change measurement accounting for undesirable outputs, and we describe the syntax and options of the new commands. We also illustrate with examples how to perform the technical efficiency and productivity analysis with the newly introduced commands.
在本文中,我们介绍了两个社区贡献的数据包络分析命令,用于测量Stata的技术效率和生产力变化。在过去的几十年里,数据包络分析(一种广泛用于评估决策单元绩效的非参数方法)的一个重要理论进展是纳入了不期望的产出。已经开发出能够处理不良产出的模型,并将其应用于评估决策单位可持续性的实证研究中。这些模型越来越受到研究者和管理者的关注。本文中讨论的teddf命令允许用户在某些输出不理想时测量径向和非径向的技术效率。通过求解线性规划问题得到了技术效率测度。我们在这里描述的gtfpch命令提供了测量生产力变化的工具,例如Malmquist–Luenberger指数和Luenberge指标。我们简要概述了非参数效率和生产率变化测量方法,并描述了新命令的语法和选项。我们还举例说明了如何使用新引入的命令执行技术效率和生产力分析。
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引用次数: 2
The Stata Journal Editors’ Prize 2021: Mark E. Schaffer 2021年Stata期刊编辑奖:Mark E. Schaffer
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2021-12-01 DOI: 10.1177/1536867X211063143
H. Newton, N. Cox
Mark Edwin Schaffer was born in 1959 and grew up in New Jersey and Arizona. He received an AB degree in social studies magna cum laude from Harvard University in 1982 and master’s and PhD degrees in economics from the London School of Economics (LSE), Stanford, and LSE again. After teaching and research posts at Sussex and LSE, Schaffer joined Heriot-Watt University in Edinburgh in 1995. He has since occupied many senior management, research, and consultancy roles at Heriot-Watt, across consortia of Scottish universities, and internationally. Honors include election as a Fellow of the Royal Society of Edinburgh in 2009 and as a Fellow of the Royal Society of Arts in 2017.
Mark Edwin Schaffer出生于1959年,在新泽西州和亚利桑那州长大。他于1982年以优异成绩获得哈佛大学社会研究学士学位,并在斯坦福大学、伦敦经济学院和伦敦经济学院获得经济学硕士和博士学位。在苏塞克斯和伦敦经济学院担任教学和研究职位后,夏弗于1995年加入爱丁堡的赫瑞瓦特大学。此后,他在赫瑞瓦特大学(Heriot-Watt)、苏格兰大学财团和国际上担任过许多高级管理、研究和咨询职位。荣誉包括2009年当选为爱丁堡皇家学会会员,2017年当选为皇家艺术学会会员。
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引用次数: 0
Unit-root tests for explosive behavior 爆炸行为的单位根试验
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2021-12-01 DOI: 10.1177/1536867X211063405
Christopher F. Baum, Jesús Otero
We present a new command, radf, that tests for explosive behavior in time series. The command computes the right-tail augmented Dickey and Fuller (1979, Journal of the American Statistical Association 74: 427–431) unitroot test and its further developments based on supremum statistics derived from augmented Dickey–Fuller-type regressions estimated using recursive windows (Phillips, Wu, and Yu, 2011, International Economic Review 52: 201–226) and recursive flexible windows (Phillips, Shi, and Yu, 2015, International Economic Review 56: 1043–1078). It allows for the lag length in the test regression and the width of rolling windows to be either specified by the user or determined using data-dependent procedures, and it performs the date-stamping procedures advocated by Phillips, Wu, and Yu (2011) and Phillips, Shi, and Yu (2015) to identify episodes of explosive behavior. It also implements the wild bootstrap proposed by Phillips and Shi (2020, Handbook of Statistics: Financial, Macro and Micro Econometrics Using R, Vol. 42, 61–80) to lessen the potential effects of unconditional heteroskedasticity and account for the multiplicity issue in recursive testing. The use of radf is illustrated with an empirical example.
我们提出了一个新的命令,radf,用于测试时间序列的爆炸行为。该命令计算右尾增广Dickey和Fuller (1979, Journal of American Statistical Association, 74: 427-431)单位根检验及其进一步发展,该检验基于使用递归窗口(Phillips, Wu, and Yu, 2011, International Economic Review, 52: 201-226)和递归灵活窗口(Phillips, Shi, and Yu, 2015, International Economic Review, 56: 1043-1078)估计的增广Dickey - Fuller型回归得出的最大统计量。它允许测试回归的滞后长度和滚动窗口的宽度由用户指定或使用数据依赖程序确定,并且它执行Phillips, Wu, and Yu(2011)和Phillips, Shi, and Yu(2015)倡导的日期戳程序来识别爆炸行为的情节。它还实现了Phillips和Shi (2020, Handbook of Statistics: Financial, Macro and Micro Econometrics Using R, Vol. 42, 61-80)提出的野bootstrap,以减少无条件异方差的潜在影响,并解释递归检验中的多重性问题。通过一个实例说明了radf的应用。
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引用次数: 5
Review of Michael N. Mitchell’s Interpreting and Visualizing Regression Models Using Stata, Second Edition Michael N.Mitchell《利用Stata解释和可视化回归模型》综述,第二版
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2021-12-01 DOI: 10.1177/1536867X211063410
A. MacIsaac, Bruce Weaver
In this article, we review Interpreting and Visualizing Regression Models Using Stata, Second Edition, by Michael N. Mitchell (2021, Stata Press).
在这篇文章中,我们回顾解释和可视化回归模型使用Stata,第二版,由Michael N. Mitchell (2021, Stata出版社)。
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引用次数: 1
Stata tip 144: Adding variable text to graphs that use a by() option Stata提示144:向使用by()选项的图形添加变量文本
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2021-12-01 DOI: 10.1177/1536867X211063413
N. Cox
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引用次数: 0
Meeting assumptions in the estimation of reliability 满足可靠性估计中的假设
IF 4.8 2区 数学 Q1 Mathematics Pub Date : 2021-12-01 DOI: 10.1177/1536867X211063407
B. Shaw
Researchers and psychometricians have long used Cronbach’s α as a measure of reliability. However, there have been growing calls to replace Cronbach’s α with measures that have more defensible assumptions. One of the most common and straightforward recommended reliability estimates is ω. After a review of reliability and its estimation in Stata, I introduce the community-contributed command omegacoef. This command reports McDonald’s ω in a format similar to the base alpha command. omegacoef provides Stata users the ability to easily compute estimates of reliability with the confidence that the necessary statistical assumptions are met.
研究人员和心理测量学家长期以来一直使用Cronbach’s α作为可靠性的衡量标准。然而,越来越多的人呼吁用更具可站得住脚的假设来取代克朗巴赫的α。最常见和最直接推荐的可靠性估计之一是ω。在回顾了Stata中的可靠性及其估计之后,我介绍了社区贡献的命令omegacoef。该命令以类似于基本alpha命令的格式报告麦当劳的ω。omegacoef为Stata用户提供了轻松计算可靠性估计的能力,并有信心满足必要的统计假设。
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引用次数: 16
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