Application of jordan algebra for testing hypotheses about structure of mean vector in model with block compound symmetric covariance structure

Roman Zmyslony*, Ivan Zezula, Arkadiusz Koziol

*Bijbehorende auteur voor dit werk

    OnderzoeksoutputAcademicpeer review

    3 Citaten (Scopus)

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    In this article authors derive test for structure of mean vector in model with block compound symmetric covariance structure for two-level multivariate observations. One possible structure is so called structured mean vector when its components remain constant over sites or over time points, so that mean vector is of the form 1(u)circle times mu with mu = (mu(1), mu(2), ..., mu(m))' is an element of R-m. This hypothesis is tested against alternative of unstructured mean vector, which can change over sites or over time points.

    Originele taal-2English
    Pagina's (van-tot)41-52
    Aantal pagina's12
    TijdschriftElectronic journal of linear algebra
    Volume33
    DOI's
    StatusPublished - 2017

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