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    Mathematical Population Studies

    Mathematical Population Studies

    JournalISSN 0889-8480eISSN 1547-724X中科院 数学 2区

    年发文量

    研究主题

    论文(514)

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    1Analyzing Waiting Time to Conception for Most Recent Birth: a Probabilistic Approach
    Brijesh P. Singh, Ayushi Chourasiya
    2026
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    2Ridge Regression with an Exponential Survival Model for the Interval from Menstruation to First Conception
    Avinash Kumar, Hricha Rai
    2026
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    3Visualizing, Modeling and Forecasting Age Distribution of Fertility
    Han Lin Shang, Yang Yang
    2026
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    4Determinants and Severity Classification of Singleton Low Birth Weight Infants in India: a Hybrid Statistical and Machine Learning Analysis
    Alokananda Ghosh

    Low birth weight (LBW) is a critical indicator of neonatal health that strongly determines morbidity and long-term developmental issues. India bears a disproportionately high burden of LBW, especially among socio-economically disadvantaged populations. Early detection of LBW risk factors enables timely and effective interventions to minimize the burden. The study therefore seeks to introduce a novel combination of categorical data transformation and machine-learning (ML)-based predictive modeling on NFHS-5 data for newborns at risk of LBW in India. Based on available data from over 175,000 singleton births, exposure variables were grouped into four domains: socio-economic, prenatal, maternal morbidity, and maternal nutritional factors. CATPCA revealed moderate-to-high component loadings for maternal morbidity, prenatal care, and nutrition, while ANN modeling identified the same determinants as the strongest factors, with socio-economic factors and dietary irregularities being less influential. The ANN achieved 94.6% accuracy, representing strong predictive performance for identifying at-risk newborns.

    2026
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    5Two New Families of Estimators for the Population Mean under Stratified Random Sampling Using an Auxiliary Attribute
    Housila P. Singh,Manish Trivedi, Hemanta Kumar,Neha Garg

    The paper addresses the problem of estimating the population mean Y of the study variable Y in the presence of an auxiliary attribute f under stratified random sampling. Two general families of estimators for the population mean, using information on an auxiliary attribute, are proposed in a stratified sampling scheme. The expressions for the bias and mean squared error of the proposed families of estimators have been derived up to the first order of approximation. Optimal conditions are obtained under which the proposed families of estimators have minimum mean squared errors. The families of estimators of Shahzad et al. (2019) and Zaman and Kadilar (2020) are members of the proposed families. A numerical illustration is also provided to support the theoretical findings.

    2026
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    高被引作者

    作者引用发文
    Anatoliy I. Yashin4137
    Ivan A. Iachine3554
    Julien Arino3051
    P. van den Driessche3051
    Andrei Rogers1849
    Nicolas Brouard1643
    Christopher R. Heathcote1622
    Hisashi Inaba1626
    agnes lievre1591
    Piet de Jong1461

    高产作者

    作者引用发文
    Noël Bonneuil14620
    Fabio Milner9112
    Andrei Rogers1849
    Anatoliy I. Yashin4137
    Gustav Feichtinger936
    Hisashi Inaba1626
    Vladimir Kostov255
    Robert Schoen255
    Natalia Hritonenko465
    Yuri Yatsenko465

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