@Article{AJ_2018.06.02.STAT.04,
    doi     = { 10.17093/alphanumeric.409992 },
    author  = { Diren Yeğen and Gamze Özel },
    title   = { Marshall-Olkin Half Logistic Distribution with Theory and Applications },
    abstract = { In this study we present a new distribution named as Marshall-Olkin Half Logistic (MOHL) by extending half logistic distribution to increase the flexibility. We derive some fundamental properties including survival function, hazard rate function, skewness, kurtosis, order statistics and entropy function. Parameters are estimated using maximum likelihood estimation method to fit new model. Then, a simulation study is conducted to show the performance of the proposed model }
    journal = { Alphanumeric Journal },
    year    = { 2018 },
    volume  = { 6 },
    number  = { 2 },
    pages   = { 407-416 },
    url     = { https://alphanumericjournal.com/article/marshall-olkin-half-logistic-distribution-with-theory-and-applications },
}