VALUE AT RISK ANALYSIS USING AUTOMATEDTHRESHOLD SELECTION METHOD FORPROPERTY INSURANCE
One of the efforts taken to minimize financial losses is insurance. Insurance companies as providers of insurance products need to carry out risk management so that there are no errors in risk measurement. The amount of risk or loss experienced by policyholders is referred to as the size of the c...
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Format: | Theses |
Language: | Indonesia |
Online Access: | https://digilib.itb.ac.id/gdl/view/50042 |
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Institution: | Institut Teknologi Bandung |
Language: | Indonesia |
Summary: | One of the efforts taken to minimize financial losses is insurance. Insurance
companies as providers of insurance products need to carry out risk management
so that there are no errors in risk measurement. The amount of risk
or loss experienced by policyholders is referred to as the size of the claim.In
measuring risk, for the assumption of normal events, a measurement using the
Value at Risk (VaR) is generally used. But in reality, the size of claims is not
always in the same condition or circumstances, there are times when there are
very large claims with a small frequency which have a very big impact on the
insurance company. Therefore, in this thesis, a major analysis of claims will
be carried out using extreme value theory which is specialized by applying peaks
over threshold (POT) approach which will be modeled following Generalized
Pareto Distribution. Automated Threshold Selection Method will be used to select
threshold, based on the ditribution of the difference of parameter estimates
when the threshold is changed, and apply it to published claim severity. The
threshold will then be tested using the Kolmogorov Smirnov test. The threshold
value obtained is used to measure the risk with the value at risk which will be
used in calculating the reserve for claims. In the application of the method, the
claim size data is used for asset insurance with occupation code 293 (trading
and storage) and occupation 297 (private buildings) which occurred in 2010-
2016. With a significance level of 0.05, for 293 occupation data it is modeled
following the GP distribution with the parameters ^ = 1:230, ^ = 2:811 107
and threshold u = 3; 745 billion, for 297 occupation data modeled following the
GP distribution with the parameter ^ = 0:935, ^ = 1; 733 107 and threshold
u = 913 million. The VaR risk is used to determine the risk value of the claim
distribution. As an illustration, the claim reserve scheme is based on the VaR
value. |
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