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  1. Variance Reduction

    The Monte Carlo methods described in the previous chapters are subject to variation due to the randomness inherent in sample generation. Ideally we...
    Rituparna Sen, Sourish Das in Computational Finance with R
    Chapter 2023
  2. Variance Control Procedures

    This chapter covers the concepts of variance and sources of variation for clinical trial data. Common metrics to quantify the extent of variability...
    Heidi L. Weiss, Jianrong Wu, ... O. Dale Williams in Principles and Practice of Clinical Trials
    Reference work entry 2022
  3. Factorial Analysis of Variance (ANOVA)

    Many empirical studies involve two or more independent variables. Analysis of variance (ANOVA) can easily be extended to these situations, and in...
    Markus Janczyk, Roland Pfister in Understanding Inferential Statistics
    Chapter 2023
  4. The estimated causal effect on the variance based on the front-door criterion in Gaussian linear structural equation models: an unbiased estimator with the exact variance

    In this paper, we assume that cause–effect relationships between random variables can be represented by a Gaussian linear structural equation model...

    Manabu Kuroki, Taiki Tezuka in Statistical Papers
    Article Open access 15 April 2023
  5. Variance estimation for average treatment effects estimated by g-computation

    The average treatment effect is used to evaluate effects of interventions in a population. Under certain causal assumptions, such an effect may be...

    Stefan Nygaard Hansen, Morten Overgaard in Metrika
    Article Open access 06 April 2024
  6. Mean and Variance for Count Regression Models Based on Reparameterized Distributions

    We introduce a new regression model for count data where the response variable is mainly in the class of inflated-parameter generalized power series...

    CĂ©lestin C. Kokonendji, Rodrigo M. R. de Medeiros, Marcelo Bourguignon in Sankhya B
    Article 14 March 2024
  7. One-Way Analysis of Variance (ANOVA)

    The methods introduced so far test difference hypotheses for a maximum of two groups or conditions with a t-test. Many research designs will actually...
    Markus Janczyk, Roland Pfister in Understanding Inferential Statistics
    Chapter 2023
  8. Variance matrix estimation in multivariate classical measurement error models

    Measurement errors are often encountered in several continuous variables in a data set, and various methods have been proposed to handle these...

    Elif Kekeç, Ingrid Van Keilegom in Statistical Papers
    Article 13 April 2023
  9. Change point in variance of fractionally integrated noise

    This paper studies the quasi-maximum likelihood estimator (quasi-MLE) of a change point in variance for the fractionally integrated noise with memory...

    Daiqing **, Tianxiao Pang in Statistical Papers
    Article 25 September 2023
  10. Repeated-Measures Analysis of Variance (ANOVA)

    Just as the one-way (i.e., single-factor) analysis of variance (ANOVA) was a generalization of the t-test for independent samples, the...
    Markus Janczyk, Roland Pfister in Understanding Inferential Statistics
    Chapter 2023
  11. A Variance-Based Sensitivity Analysis Approach for Identifying Interactive Exposures

    Chemical mixtures can significantly affect human health, but understanding the interactions among various chemical exposures and identifying...

    Rui** Lu, Boya Zhang, ... Zhen Chen in Statistics in Biosciences
    Article 01 May 2024
  12. Variance Components and Precision

    Often the precision of performance is as important as accuracy. Methods for estimating measures of precision are described, along with associated...
    Chapter 2023
  13. The distribution of the sample correlation coefficient under variance-truncated normality

    The non-null distribution of the sample correlation coefficient under bivariate normality is derived when each of the associated two sample variances...

    Haruhiko Ogasawara in Metrika
    Article 25 August 2023
  14. Introducing a Family of Distributions by Using the Class of Normal Mean–Variance Mixture

    In this study, we present a new family of asymmetric distributions by taking into consideration the multivariate normal mean–variance (NMV) mixture...

    Maryam Darijani, Hojatollah Zakerzadeh, Ali Akbar Jafari in Journal of Statistical Theory and Practice
    Article 05 March 2024
  15. A Monte Carlo permutation procedure for testing variance components in generalized linear regression models

    Testing zero variance components is of utmost importance in various applications empowered by the use of mixed-effects models. Focusing on...

    Yahia S. El-Horbaty in Computational Statistics
    Article Open access 30 August 2023
  16. DDCAL: Evenly Distributing Data into Low Variance Clusters Based on Iterative Feature Scaling

    This work studies the problem of clustering one-dimensional data points such that they are evenly distributed over a given number of low variance...

    Marian Lux, Stefanie Rinderle-Ma in Journal of Classification
    Article Open access 25 January 2023
  17. Generalized Bayes Minimax Estimators of the Variance of a Multivariate Normal Distribution

    The problem of estimating the variance of a multivariate normal distribution is considered under quadratic loss. A large class of generalized Bayes...

    Shokofeh Zinodiny, Saralees Nadarajah in Sankhya A
    Article 17 April 2023
  18. Frequentist Conditional Variance for Nonlinear Mixed-Effects Models

    Nonlinear mixed-effects models are commonly used in fisheries and ecological studies to account for complex relationships and dependencies in data....

    Nan Zheng, Noel Cadigan in Journal of Statistical Theory and Practice
    Article Open access 08 November 2022
  19. Inference Using Analysis of Variance (ANOVA) for Comparing Multiple Means

    This chapter discusses single-factor analysis of variance (ANOVA), which is mainly applied to compare three or more independent means. The term...
    Chapter 2023
  20. Robust Response Transformations for Generalized Additive Models via Additivity and Variance Stabilization

    The AVAS (Additivity And Variance Stabilization) algorithm of Tibshirani provides a non-parametric transformation of the response in a linear model...
    Marco Riani, Anthony C. Atkinson, Aldo Corbellini in Statistical Models and Methods for Data Science
    Conference paper 2023
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