Actuaries are often in search of finding an adequate loss model in the scenario of actuarial and financial risk management problems. In this work, we propose a new approach to obtain a new class of loss distributions. A special sub-model of the proposed family, called the Weibull-loss model is considered in detail. Some mathematical properties are derived and maximum likelihood estimates of the model parameters are obtained. Certain characterizations of the proposed family are also provided. A simulation study is done to evaluate the performance of the maximum likelihood estimators. Finally, an application of the proposed model to the vehicle insurance loss data set is presented
Actuaries are interested in modeling actuarial data using loss models that can be adopted to describ...
In this work, we deal with composite distributions that can be used to model loss sizes in some spec...
A new method for generating family of distributions was proposed. Some fundamental properties of the...
Actuaries are often in search of nding an adequate loss model in the scenario of actuarial and finan...
Heavy-tailed distributions play a prominent role in actuarial and financial sciences. In this paper,...
This paper is intended as a guide to statistical inference for loss distributions. There are three b...
The log-EIG distribution was recently introduced to the probability literature. It has positive supp...
This paper focuses on issues and methodologies for fitting alternative statistical models-parametric...
During the past couple of years, statistical distributions have been widely used in applied areas su...
In the present study, a new class of heavy tailed distributions using the T-X family approach is int...
Heavy-tailed distributions play an important role in modeling data in actuarial and financial scienc...
In the past couple of years, statistical models have been extensively used in applied areas for anal...
Many families of distributions have been proposed to describe insurance losses. The process of findi...
In this paper, we study the estimation of parameters for g-and-h distributions. These distributions ...
The analyses of insurance risks are an important part of the project of Solvency II preparing of E...
Actuaries are interested in modeling actuarial data using loss models that can be adopted to describ...
In this work, we deal with composite distributions that can be used to model loss sizes in some spec...
A new method for generating family of distributions was proposed. Some fundamental properties of the...
Actuaries are often in search of nding an adequate loss model in the scenario of actuarial and finan...
Heavy-tailed distributions play a prominent role in actuarial and financial sciences. In this paper,...
This paper is intended as a guide to statistical inference for loss distributions. There are three b...
The log-EIG distribution was recently introduced to the probability literature. It has positive supp...
This paper focuses on issues and methodologies for fitting alternative statistical models-parametric...
During the past couple of years, statistical distributions have been widely used in applied areas su...
In the present study, a new class of heavy tailed distributions using the T-X family approach is int...
Heavy-tailed distributions play an important role in modeling data in actuarial and financial scienc...
In the past couple of years, statistical models have been extensively used in applied areas for anal...
Many families of distributions have been proposed to describe insurance losses. The process of findi...
In this paper, we study the estimation of parameters for g-and-h distributions. These distributions ...
The analyses of insurance risks are an important part of the project of Solvency II preparing of E...
Actuaries are interested in modeling actuarial data using loss models that can be adopted to describ...
In this work, we deal with composite distributions that can be used to model loss sizes in some spec...
A new method for generating family of distributions was proposed. Some fundamental properties of the...