A mathematical model is a mathematical connection that describes some real-life scenario. To handle real-world problems securely and effectively, simulation modelling is required. In this article, the author investigates the stochastic regression model scenario in which the dependent and independent variables in a linear regression model follow a distribution. We assume that the dependent and independent variables both exhibit Type I Extreme Value Distribution. The estimators are then derived using the Modified Maximum Likelihood (MML) estimation method. In accordance with this, a hypothesis testing technique is developed
Inference for the extreme-value regression model under Type-II censoring is discussed. The likelihoo...
Models for extreme values are usually based on detailed asymptotic argument, for which strong ergodi...
Bivariate extreme value distributions arise as the limiting distributions of renormalized componentw...
A mathematical model is a mathematical connection that describes some real-life scenario. To handle ...
Title: Stochastical inference in the model of extreme events Author: Jan Dienstbier Department/Insti...
The article takes up Bayesian inference in extreme value distributions and also considers extreme va...
The need to incorporate the structure of complex problems in extreme value analyzes, and the require...
Analysing the extremes of multi-dimensional data is a difficult task for many reasons, e.g. the wide...
Modelling multivariate tail dependence is one of the key challenges in extreme-value theory. The max...
Summary. Multivariate extreme value theory and methods concern the characterization, estimation and ...
Title: Stochastical inference in the model of extreme events Author: Jan Dienstbier Department/Insti...
In this research a new statistical model is introduced to model data restricted in the continuous in...
In this article, we defined and studied a new distribution for modeling extreme value. Some of its m...
In Chapter 1, we give a brief introduction to univariate extreme value theory. We also discuss the k...
Multivariate extreme value distributions arise as the limiting joint distribution of normalized comp...
Inference for the extreme-value regression model under Type-II censoring is discussed. The likelihoo...
Models for extreme values are usually based on detailed asymptotic argument, for which strong ergodi...
Bivariate extreme value distributions arise as the limiting distributions of renormalized componentw...
A mathematical model is a mathematical connection that describes some real-life scenario. To handle ...
Title: Stochastical inference in the model of extreme events Author: Jan Dienstbier Department/Insti...
The article takes up Bayesian inference in extreme value distributions and also considers extreme va...
The need to incorporate the structure of complex problems in extreme value analyzes, and the require...
Analysing the extremes of multi-dimensional data is a difficult task for many reasons, e.g. the wide...
Modelling multivariate tail dependence is one of the key challenges in extreme-value theory. The max...
Summary. Multivariate extreme value theory and methods concern the characterization, estimation and ...
Title: Stochastical inference in the model of extreme events Author: Jan Dienstbier Department/Insti...
In this research a new statistical model is introduced to model data restricted in the continuous in...
In this article, we defined and studied a new distribution for modeling extreme value. Some of its m...
In Chapter 1, we give a brief introduction to univariate extreme value theory. We also discuss the k...
Multivariate extreme value distributions arise as the limiting joint distribution of normalized comp...
Inference for the extreme-value regression model under Type-II censoring is discussed. The likelihoo...
Models for extreme values are usually based on detailed asymptotic argument, for which strong ergodi...
Bivariate extreme value distributions arise as the limiting distributions of renormalized componentw...