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    Lin–Wong divergence and relations on type I censored data 

    Type: Journal Paper
    Author : علیرضا پاک گوهر; آرزو حبیبی راد; ALIREZA PAKGOHAR; Arezou Habibirad; F. Yousefzadeh
    Year: 2019
    Abstract:

    ‎Divergence measures are statistical tools designed to distinguish
    between the information provided by distribution functions of f(x) and
    g(x). The magnitude of divergence has been defined using a variety of
    methods ...

    Goodness of fit test using Lin-Wong divergence based on Type-I censored data 

    Type: Journal Paper
    Author : علیرضا پاک گوهر; آرزو حبیبی راد; ALIREZA PAKGOHAR; Arezou Habibirad; F. Yousefzadeh
    Year: 2018
    Abstract:

    Goodness of ft tests with two different methods are carried out in the

    present paper in order to recognize normal and exponential distributions

    within Type-I censored data. Here, we use the Lin-Wong divergence ...

    On a Goodness of fit test for Normality Based on LIN-WONG DIVERGENCE ON TYPE-I CENSORED DATA 

    Type: Conference Paper
    Author : علیرضا پاک گوهر; آرزو حبیبی راد; ALIREZA PAKGOHAR; Arezou Habibirad; F. Yousefzadeh
    Year: 2018
    Abstract:

    Goodness of fit tests provides guidance for evaluating the suitabil-

    ity of a potential input model. Exponential testing in goodness of fit test field

    has long been an interesting issue in statistical inferences. ...

    Exponential goodness of fit test based on Lin-Wong divergence on type-I censored data 

    Type: Conference Paper
    Author : علیرضا پاک گوهر; آرزو حبیبی راد; F. Yousefzadeh; ALIREZA PAKGOHAR; Arezou Habibirad; F. Yousefzadeh
    Year: 2018
    Abstract:

    Goodness of fit tests provides guidance for evaluating the suitability of a potential input model. Exponential testing in goodness of fit test field has long been an interesting issue in statistical inferences. This paper ...

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