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Researching algorithm awareness: methodological approaches to investigate how people perceive, know, and interact with algorithms 研究算法意识:调查人们如何感知、了解算法并与之互动的方法论途径
IF 1.8 3区 社会学 Q3 DEMOGRAPHY Pub Date : 2024-08-30 DOI: 10.1080/08898480.2024.2389779
Cristiano Felaco
The ubiquity and pervasiveness of algorithms across various societal sectors entail risks and opportunities for individuals and social groups prompting critical reflection on how people perceive, u...
算法在各个社会领域无处不在、无孔不入,这给个人和社会群体带来了风险和机遇,促使人们对如何看待、使用和管理算法进行批判性反思。
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引用次数: 0
Detection of outliers in survey–weighted linear regression 在调查加权线性回归中检测异常值
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2024-05-20 DOI: 10.1080/08898480.2024.2350722
Raju Kumar, Ankur Biswas, Deepak Singh, Tauqueer Ahmad
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引用次数: 0
Fractional Lindley distribution generated by time scale theory, with application to discrete-time lifetime data 时间尺度理论生成的分数林德利分布,应用于离散时间寿命数据
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2024-02-27 DOI: 10.1080/08898480.2024.2301865
Hassan S. Bakouch, Fatemeh Gharari, Kadir Karakaya, Yunus Akdoğan
The fractional Lindley distribution is used to model the distribution of perturbations in count data regressions, which allow for dealing with widely dispersed data. It is obtained from the non-fra...
分数林德利分布用于为计数数据回归中的扰动分布建模,从而可以处理广泛分散的数据。它从非...
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引用次数: 0
Estimating the structure by age and sex of the US sexually active population 按年龄和性别估算美国性活跃人口的结构
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2024-01-19 DOI: 10.1080/08898480.2024.2301868
Carlos Bustamante Orellana, Jordan Lyerla, Aaron Martin, Fabio Milner, Elisha Smith
A model combines demographic data provided by the United States Census Bureau for 2021 with survey data on sexual activity from the Centers for Disease Control and Prevention to estimate the struct...
一个模型将美国人口普查局提供的 2021 年人口数据与美国疾病控制和预防中心提供的性活动调查数据结合起来,估算出美国的性活动结构。
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引用次数: 0
Optimizing criterion for the upper limit of the signal response of brain neurons 大脑神经元信号响应上限的优化标准
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2023-12-05 DOI: 10.1080/08898480.2023.2264662
Islam M. Elbaz, Mohamed A. Sohaly, Hamdy A. El-Metwally
In a model of signal transmission between brain neurons, the Lyapunov functions associated with the “no signal” solution are positive and have a negative derivative with respect to the response. Th...
在大脑神经元之间的信号传输模型中,与 "无信号 "解相关的 Lyapunov 函数是正的,并且相对于响应具有负导数。这...
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引用次数: 0
Optimal estimators of the population mean of a skewed distribution using auxiliary variables in median ranked-set sampling 中位排序集抽样中使用辅助变量的偏态分布总体均值的最优估计
3区 社会学 Q1 Mathematics Pub Date : 2023-10-05 DOI: 10.1080/08898480.2023.2251852
Mohammad Hossein Zarinkolah, Hadi Jabbari, Mohammad Mehdi Saber
ABSTRACTIn an asymmetric population, individuals are concentrated toward one tail of the distribution. An estimator of the population mean in this asymmetric case is constructed on the basis of median ranked-set sampling, that is, the population is divided into subsets of equal size and the intersections of these sets depend on the chosen order of ranking according to a known auxiliary variable. Ranking individuals according to this auxiliary variable should approximate their ranking with respect to the unknown variable of interest. This procedure is a cost-effective way of selecting the sample when the variable of interest is unknown. To do this, the auxiliary variable must be at least weakly correlated with the variable of interest. The proposed estimator extends that constructed with extreme ranked-set sampling, whose principle is to divide the population into subsets whose intersections depend on the extreme values of the auxiliary variable. The mean square error of the estimator is expressed analytically. A simulation allows for comparing the proposed estimator with estimators based on simple random sampling and with those based on sampling sets of extreme values. A simulation shows that when the response variable is correlated with both auxiliary variables, even if these correlations are weak, around 0.5 in absolute value, then the mean square error of the proposed estimator is at least 175% lower than the mean square error of estimators based either on simple random or on extreme ranked-set samplings. A first application focuses on household incomes in the Iranian provinces of Fars and Khuzestan in 2022, first with the single gross income, which is the total income that an individual or household earns before tax as auxiliary variable and then with the two auxiliary variables of total gross household income and wages paid year-round to heads of households through the banking network. In this application, the mean square error of the proposed estimator with median ranked-set sampling is at least 60% lower than that obtained with simple random and extreme ranked-set samplings. In the application of the physical preparation score with runners’ track records as an auxiliary variable concerning 160 Iranian athletes in 2022 with sample sizes of 6, 8, 10, 25, and 30, the mean square error of the proposed estimator with median ranked-set sampling is at least 50% lower than that obtained with simple random and extreme ranked-set samplings. In the third application of the COVID-19 mean mortality rate in 2022 in the USA, Iran, Turkey, and Germany, with sample sizes of 6, 8, 10, 25, and 30, estimations of the mean mortality rate are based on new cases. In each of the four countries, the mean square error of the proposed estimator under median ranked-set sampling is at least 60% lower than that obtained with simple random and extreme ranked-set samplings.KEYWORDS: Median ranked-set samplingpopulation meanranked-set samplingratio estimationsampling surv
摘要在非对称种群中,个体向分布的一端集中。在这种不对称情况下,总体均值的估计是在中位数排序集抽样的基础上构造的,即将总体划分为大小相等的子集,这些子集的交点依赖于根据已知辅助变量选择的排序顺序。根据这个辅助变量对个体进行排名应该近似于他们对未知感兴趣变量的排名。当感兴趣的变量未知时,这个过程是选择样本的一种经济有效的方法。要做到这一点,辅助变量必须至少与感兴趣的变量弱相关。该估计量扩展了用极值秩集抽样构造的估计量,其原理是将总体划分为子集,这些子集的交集依赖于辅助变量的极值。估计量的均方误差用解析式表示。仿真允许将所提出的估计量与基于简单随机抽样的估计量和基于极值抽样集的估计量进行比较。仿真结果表明,当响应变量与两个辅助变量均相关时,即使相关性很弱(绝对值约为0.5),所提出的估计量的均方误差至少比基于简单随机或极端秩集抽样的估计量的均方误差低175%。第一个应用侧重于2022年伊朗法尔斯省和胡齐斯坦省的家庭收入,首先使用单一总收入,即个人或家庭的税前总收入作为辅助变量,然后使用家庭总收入和通过银行网络全年支付给户主的工资这两个辅助变量。在这个应用中,采用中位数排序集抽样得到的估计量的均方误差比简单随机和极端排序集抽样得到的估计量的均方误差至少低60%。以运动员成绩为辅助变量的体能准备成绩为研究对象,选取了160名2022年伊朗运动员,样本量分别为6、8、10、25和30,采用中位数秩集抽样的估计量的均方误差比简单随机和极端秩集抽样的估计量的均方误差至少低50%。第三次应用2019冠状病毒病2022年平均死亡率在美国、伊朗、土耳其和德国进行,样本量分别为6、8、10、25和30,平均死亡率的估计基于新病例。在这四个国家中,所提出的估计量在中位数排序集抽样下的均方误差比简单随机和极端排序集抽样得到的估计量至少低60%。关键词:中位有序集抽样总体平均有序集抽样比例估计抽样调查分类:62D0562D99致谢感谢两位审稿人提出的建设性意见。披露声明作者未报告潜在的利益冲突。注1伊朗国家统计门户网站:https://www.amar.org.ir.Additional信息资助本文没有收到任何资金或资助。
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引用次数: 0
Estimation of the net error rate of population size in China’s household registration 中国户籍人口规模净错误率估计
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2023-09-01 DOI: 10.1080/08898480.2023.2244358
Yanhua Huang, Guihua Hu, Di Wu, Renjing Zheng
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引用次数: 0
Inference and optimal censoring scheme for a competing-risks model with type-II progressive censoring 具有II型渐进截尾的竞争风险模型的推理和最优截尾方案
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2023-07-18 DOI: 10.1080/08898480.2023.2225349
Ya Tian, Ying Liang, Wenhao Gui
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引用次数: 0
The population sizes of Mexican cities follow a power-law distribution 墨西哥城市的人口规模遵循幂律分布
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2023-04-03 DOI: 10.1080/08898480.2023.2191562
Héctor Saib Maravillo Gomez, Gilberto Calvillo Vives, Erick Treviño Aguilar
ABSTRACT Geography, for example because of the presence of rivers, ravines, or peaks, can subdivide a city. These subdivisions raise the question of identifying the area occupied by the city, of deciding whether or not they are aggregates of distinct built-up areas, and whether or not geographical separations are merely asperities in a certain continuum of built-up areas. The city as a union of administrative units allows for jurisdictional practices, but for public policy in health for example, identification by built-up areas is more operational. The study of urban populations thus requires that cities be circumscribed on objective criteria. Circumscribing a city requires knowledge of commuting flows, but in the absence of this piece of information, circumscribing it relies on the fact that it is made up of close built-up areas. This is reflected in the intersection of the convex envelopes of the spatial extent of these built-up areas. The algorithm treats coordinates of the vertices of polygons encompassing built-up areas provided by the Census Bureau for the United States or the National Institute of Statistics and Geography for Mexico. It allows for computing whether convex hulls of polygons intersect or not. If they do, then the built-up areas circumscribed by these polygons are part of the same city. The result is that cities now reflect the geographic extent of urban areas rather than their administrative areas. With this delineation method applied to Mexico’s 2020 census data, the population sizes of urban areas with at least 2,126 inhabitants follow a power law, with exponent 0.954 (standard deviation = 0.016), whereas this is no longer the case when considering only the administrative extents of cities with more than 15,000 inhabitants.
地理,例如,由于河流、峡谷或山峰的存在,可以细分城市。这些细分提出了这样一个问题:确定城市所占据的区域,决定它们是否是不同建成区的集合体,以及地理上的分离是否仅仅是某个建成区连续体中的突起。城市作为一个行政单位的联盟,允许司法实践,但在卫生等公共政策方面,按建成区进行识别更具操作性。因此,对城市人口的研究需要用客观标准来界定城市。划定一个城市需要了解通勤流,但在缺乏这一信息的情况下,划定城市依赖于它是由紧密的建成区组成的事实。这反映在这些建成区空间范围的凸包络的交叉点上。该算法处理由美国人口普查局(Census Bureau)或墨西哥国家统计与地理研究所(National Institute of Statistics and Geography)提供的包含建成区的多边形顶点坐标。它允许计算多边形的凸壳是否相交。如果是这样,那么被这些多边形包围的建成区就是同一个城市的一部分。其结果是,城市现在反映的是城市地区的地理范围,而不是其行政区域。将这种划分方法应用于墨西哥2020年的人口普查数据,至少有2126名居民的城市地区的人口规模遵循幂律,指数为0.954(标准差= 0.016),而仅考虑人口超过15,000人的城市的行政范围时,情况就不再如此了。
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引用次数: 0
Extinction and persistence in a stochastic Nicholson’s model of blowfly population with delay and Lévy noise 带有延迟和l<s:1>杂波噪声的苍蝇种群随机尼科尔森模型的灭绝和持久性
IF 1.8 3区 社会学 Q1 Mathematics Pub Date : 2023-02-03 DOI: 10.1080/08898480.2023.2165338
Layla Basri, D. Bouggar, M. El Fatini, Mohamed El khalifi, A. Laaribi
ABSTRACT Existence and uniqueness of a global positive solution are proved for a stochastic Nicholson’s equation of a blowfly population with delay and Lévy noise. The first-order moment of the solution is bounded and the mean of its second moment is finite. A threshold quantity depending on the parameters is involved in the drift, the diffusion parameter, and the magnitude and distribution of jumps. The blowfly population goes extinct exponentially fast when . It persists when The case does not allow for knowing whether the population goes extinct or not.
摘要证明了具有时滞和Lévy噪声的苍蝇种群的随机Nicholson方程全局正解的存在性和唯一性。解的一阶矩是有界的,二阶矩的均值是有限的。漂移、扩散参数以及跳跃的幅度和分布涉及取决于参数的阈值量。喷蝇种群以指数级的速度灭绝。当这种情况不允许知道种群是否灭绝时,它就会持续存在。
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Mathematical Population Studies
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