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Browsing by Author "Makubate, Boikanyo"

Browsing by Author "Makubate, Boikanyo"

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  • Oluyede, Broderick; Mdlongwa, Precious; Makubate, Boikanyo; Huang, Shujiao (Austrian Statistical Society, 2018-12-12)
    A new generalized class of distributions called the Burr-Weibull Power Series (BWPS) class of distributions is developed and explored. This class of distributions generalizes the Burr power series and Weibull power series ...
  • Motsewabagale, Galetlhakanelwe (Botswana International University of Science and Technology (BIUST), 2020-03-04)
    A new generalized Dagum distribution called the Dagum power series distri butions is introduced and studied. This distribution is obtained by compounding Dagum and other power series distributions. The structural properties ...
  • Oluyede, Broderick; Mashabe, Baitshephi; Fabgamigbe, Adeniyi Francis; Makubate, Boikanyo; Wanduku, Divine (Elsevier, 2020-08-24)
    We propose a new generalized family of distributions called the exponentiated generalized power series (EGPS) family of distributions and study its sub-model, the exponentiated generalized logarithmic (EGL) class of ...
  • Chamunorwa, Simbarashe; Oluyede, Broderick; Makubate, Boikanyo; Chipepa, Fastel (Pakistan Journal of Statistics, 2021-04)
    In this paper, a new generalized family of distributions called the exponentiated odd Weibull-Topp-Leone-G (EOW-TL-G) family of distributions is presented. A linear representation of the proposed model is ...
  • Makubate, Boikanyo; Gabanakgosi, Morongwa; Chipepa, Fastel; Oluyede, Broderick (Elsevier, 2021-06)
    A new generalized class of distributions called the Lindley-Burr XII Power Series (LBXIIPS) distribution is proposed and explored. This new class of distributions contain some special cases such as Lindley-Burr XII Poisson ...
  • Gwazane, Munyaradzi (Botswana International University of Science and Technology (BIUST), 2022-01)
    We introduce the exponentiated odd Nadarajah-Haghighi-G (EO-NH-G) family of distributions and the exponentiated odd exponential Topp-Leone-G (EOE-TL-G) family of distributions as well as the exponentiated odd ...
  • Otlaadisa, Masego (Botswana International University of Science and Technology (BIUST), 2022-03)
    Nowadays, when collecting data, it has become almost unavoidable to end up with missing data due to various reasons. Very often, these reasons are out of the control of the investigator. For regression settings, data can ...
  • Sengweni, Whatmore (Botswana International University of Science and Technology, 2020-12)
    Some new generalized distributions called the new Gamma Lindley-Log-logistic (GLLLoG) distribution, new Weibull Generalised-G (NWG-G) family of distributions and the Exponentiated Half-Logistic Odd Lindley-G family of ...
  • Moakofi, Thatayaone (Botswana International University of Science and Technology (BIUST), 2020-11-09)
    New distributions namely, Lindley-Weibull Power Series (LWPS) class of distributions and the special case called Lindley-Weibull logarithmic (LWL) distribution, a new gamma generalized Lindley log-logistic (GELLLoG) d ...
  • Rannona, Ketlhamile (Botswana International University of Science and Technology (BIUST), 2021-09-20)
    New generalized distributions namely Topp-Leone-G Power Series class of distributions, Marshall-Olkin-Exponentiated Odd Exponential Half Logistic-G family of distributions, Exponentiated Odd Exponential Half Logistic-G ...
  • Makubate, Boikanyo; Rannona, Kethamile; Oluyede, Broderick; Chipepa, Fastel (Pakistan Journal of Statistics and Operation Research, 2021-12)
    We present a new class of distributions called the Topp-Leone-G Power Series (TL-GPS) class of distributions. This model is obtained by compounding the Topp-Leone-G distribution with the power series distribution. Statistical ...
  • Makubate, Boikanyo; Oluyede, Broderick; Matsuokwane, Marang Pearl; Gabaitiri, Lesego; Chamunorwa, Simbarashe (Nigerian Society of Physical Sciences, 2022-08-15)
    Statistical distributions are important in modeling the real life of an item and therefore proper distributions that provide useful information for sound conclusions and decisions are needed. For that reason, the demand ...

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