In this paper, we present flexible generalized log Burr XII (GLBXII) distribution developed on basis of generalized log Pearson differential equation. GLBXII distribution is also obtained from compounding mixture of distributions. Some structural and mathematical properties including moments, inequality measures, uncertainty measures and reliability measures are theoretically established. Characterizations of GLBXII distribution are studied through different techniques. Parameters of GLBXII distribution are estimated using maximum likelihood method. Goodness of fit of probability distribution through different methods is studied
We propose a new family of distributions called the generalized Burr-G (GBG) family of distributions...
In this paper a lifetime distribution which is obtained by compounding Burr XII and geometric distri...
We introduce a four-parameter lifetime model with flexible hazard rate called the Burr XII gamma (BX...
In this paper, we derive the generalized log Burr XII (GLBXII) distribution [2] from the generalized...
In this paper, a three-parameter bounded unit distribution with a flexible hazard rate called the un...
In this paper, we present a generalized log Burr III (GLBIII) distribution developed on the basis of...
In this paper, a three-parameter bounded unit distribution with a flexible hazard rate called the un...
In this thesis, a new class of generalized distributions which includes several new distributions is...
We develop three new models from the baseline Burr type X with two parameters distribution (BX) usin...
We introduce a new distribution named Exponentiated Generalized Burr type X (EGBX) distribution with...
Draft of articleA new four parameter flexible extension of the Burr-XII distribution is proposed. A ...
A new compound distribution called Burr XII-Weibull-Logarithmic (BWL) distribution is introduced and...
A new generalized class of distributions called the Lindley-Burr XII Power Series (LBXIIPS) distribu...
We develop a new continuous distribution called the Gamma-Burr type X (GBX) distribution that extend...
A new family of distributions called Gamma Odd Burr X-G (GOBX-G) distribution is introduced in this ...
We propose a new family of distributions called the generalized Burr-G (GBG) family of distributions...
In this paper a lifetime distribution which is obtained by compounding Burr XII and geometric distri...
We introduce a four-parameter lifetime model with flexible hazard rate called the Burr XII gamma (BX...
In this paper, we derive the generalized log Burr XII (GLBXII) distribution [2] from the generalized...
In this paper, a three-parameter bounded unit distribution with a flexible hazard rate called the un...
In this paper, we present a generalized log Burr III (GLBIII) distribution developed on the basis of...
In this paper, a three-parameter bounded unit distribution with a flexible hazard rate called the un...
In this thesis, a new class of generalized distributions which includes several new distributions is...
We develop three new models from the baseline Burr type X with two parameters distribution (BX) usin...
We introduce a new distribution named Exponentiated Generalized Burr type X (EGBX) distribution with...
Draft of articleA new four parameter flexible extension of the Burr-XII distribution is proposed. A ...
A new compound distribution called Burr XII-Weibull-Logarithmic (BWL) distribution is introduced and...
A new generalized class of distributions called the Lindley-Burr XII Power Series (LBXIIPS) distribu...
We develop a new continuous distribution called the Gamma-Burr type X (GBX) distribution that extend...
A new family of distributions called Gamma Odd Burr X-G (GOBX-G) distribution is introduced in this ...
We propose a new family of distributions called the generalized Burr-G (GBG) family of distributions...
In this paper a lifetime distribution which is obtained by compounding Burr XII and geometric distri...
We introduce a four-parameter lifetime model with flexible hazard rate called the Burr XII gamma (BX...