Journal of Applied Statistics

Journal of Applied Statistics

Published by Taylor & Francis

Online ISSN: 1360-0532

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Print ISSN: 0266-4763

Journal websiteAuthor guidelines

Top-read articles

25 reads in the past 30 days

Continued.
Coverage probabilities and (expected widths) of 95% CIs for the mean (large samples).
Coverage probabilities of 95% CIs for the mean for small values of θ.
Confidence intervals and prediction intervals and their [widths] for traffic data. Confidence intervals for the mean packet counts per second
Confidence intervals and prediction intervals for two-parameter negative binomial distributions

December 2023

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72 Reads

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K. Krishnamoorthy
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On use of adaptive cluster sampling for variance estimation On use of adaptive cluster sampling for variance estimation

February 2025

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155 Reads

Adaptive cluster sampling is particularly helpful whenever the target population is unique, dispersed unevenly, concealed or difficult to find. In the current investigation, under an adaptive cluster sampling approach, we propose a ratio-product-logarithmic type estimator employing a single auxiliary variable for the estimation of finite population variance. The bias and mean square error of the proposed estimator are developed by using simulation as well as real data sets. The study results show that for estimating the finite population variance, the proposed estimator outperforms the competing estimators. ARTICLE HISTORY

Aims and scope


Papers on the application of statistical methodology and principles to real-world problems in disciplines like ecology, economics, medicine & social sciences.

  • Journal of Applied Statistics is a world-leading journal which provides a forum for communication among statisticians and practitioners for judicious application of statistical principles and innovations of statistical methodology motivated by current and important real-world examples across a wide range of disciplines, including, but not limited to: biological and biomedical sciences, business, economics, management and finance, computer science and information technology, data science, ecology, education, engineering, genetics and genomics, medicine and related disciplines, operations research, social sciences.
  • The editorial policy is to publish rigorous, clear and accessible papers on methods developed for real-life statistical problems, and which are anticipated to have a broad scientific impact.
  • Purely theoretical papers are avoided but those on theoretical developments which clearly exhibit concrete applied potential may be considered and …

For a full list of the subject areas this journal covers, please visit the journal website.

Recent articles


Fractional Poisson process for modeling extreme values in financial data using the ABC methodology in parameter estimation
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May 2025

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14 Reads



Figure 1. Plots of RMAE versus c for models with Poisson marginals and (a) AR(1) latent process and (b) ARMA(1,1) latent process. Note: A few points with large RMAE were removed to ease visual comparison. (a) Poisson AR(1). (b) Poisson ARMA(1,1).
Figure 2. Plots of RMAE versus c for models with negative binomial marginals and (a) AR(1) latent process and (b) ARMA(1,1) latent process. (a) Negative Binomial AR(1). (b) Negative Binomial ARMA(1,1).
Maximum likelihood parameter estimates of the model for the campylobacteriosis cases in Hamburg, Germany, computed from the CE and GHK methods.
Approximating Gaussian Copula models for count time series: connecting the distributional transform and a continuous extension
  • Article
  • Full-text available

May 2025

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2 Reads















Multiresolution Granger Causality Testing with Variational Mode Decomposition: A Python Software

March 2025

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28 Reads

In this paper, we introduce a novel and advanced multiscale approach to Granger causality testing, achieved by integrating Variational Mode Decomposition (VMD) with traditional statistical causality methods. Our approach decomposes complex time series data into intrinsic mode functions (IMFs), each representing a distinct frequency scale, thus enabling a more precise and granular analysis of causal relationships across multiple scales. By applying Granger causality tests to the stationary IMFs, we uncover causal patterns that are often concealed in aggregated data, providing a more comprehensive understanding of the underlying system dynamics. This methodology is implemented in a Python-based software package, featuring an intuitive, user-friendly interface that enhances accessibility for both researchers and practitioners. The integration of VMD with Granger causality significantly enhances the flexibility and robustness of causal analysis, making it particularly effective in fields such as finance, engineering, and medicine, where data complexity is a significant challenge. Extensive empirical studies, including analyses of cryptocurrency data, biomedical signals, and simulation experiments, validate the effectiveness of our approach. Our method demonstrates a superior ability to reveal hidden causal interactions, offering greater accuracy and precision than leading existing techniques.










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