RISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH
This thesis aims to describe essential characteristics of two risk measures, such as: Conditional Tail Expectation (CTE) and Tail Standard Deviation (TSD) using weighted distribution approach. It also describes the variation of the data for values greater than the Value-at-Risk (VaR), using Tail Con...
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Online Access: | https://digilib.itb.ac.id/gdl/view/15273 |
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id-itb.:152732017-10-09T10:16:36ZRISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH WIRJADI, DANNY Indonesia Theses Risk measure, Weighted Distribution, Weighted Premium, Value-at-Risk, Conditional Tail Expectation, Conditional Tail VarianceConditional Tail Variance Conditional Tail Variance Conditional Tail VarianceConditional Tail VarianceConditional Tail Variance Conditional Tail VarianceConditional Tail VarianceConditional Tail VarianceConditional Tail Variance Conditional Tail Variance Conditional Tail Variance, Tail Standard Deviation. INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/15273 This thesis aims to describe essential characteristics of two risk measures, such as: Conditional Tail Expectation (CTE) and Tail Standard Deviation (TSD) using weighted distribution approach. It also describes the variation of the data for values greater than the Value-at-Risk (VaR), using Tail Conditional Variance (CTV). In this thesis, risk measures for some claim severity distributions such as Gamma, Weibull, Pareto, Single-Parameter Pareto, Lognormal and Loglogistic are described. As a case study, analysis is carried out when two data sets have the sums mean value, but different standard deviation. The determination of the risk measure of a random variable that follows a particular distribution was done analytically and/or numerically. From the analysis conducted to various claim severity distributions, formulas for determining CTE and CTV for each distribution are obtained. Using those formulas, a risk measure called Tail Standard Distribution (TSD) is calculated. text |
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This thesis aims to describe essential characteristics of two risk measures, such as: Conditional Tail Expectation (CTE) and Tail Standard Deviation (TSD) using weighted distribution approach. It also describes the variation of the data for values greater than the Value-at-Risk (VaR), using Tail Conditional Variance (CTV). In this thesis, risk measures for some claim severity distributions such as Gamma, Weibull, Pareto, Single-Parameter Pareto, Lognormal and Loglogistic are described. As a case study, analysis is carried out when two data sets have the sums mean value, but different standard deviation. The determination of the risk measure of a random variable that follows a particular distribution was done analytically and/or numerically. From the analysis conducted to various claim severity distributions, formulas for determining CTE and CTV for each distribution are obtained. Using those formulas, a risk measure called Tail Standard Distribution (TSD) is calculated. |
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Theses |
author |
WIRJADI, DANNY |
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WIRJADI, DANNY RISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH |
author_facet |
WIRJADI, DANNY |
author_sort |
WIRJADI, DANNY |
title |
RISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH |
title_short |
RISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH |
title_full |
RISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH |
title_fullStr |
RISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH |
title_full_unstemmed |
RISK PREMIUM DETERMINATION USING WEIGHTED DISTRIBUTION APPROACH |
title_sort |
risk premium determination using weighted distribution approach |
url |
https://digilib.itb.ac.id/gdl/view/15273 |
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