THE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL

Indonesia is located at the meeting point of the world’s four major plates; hence it is prone to tectonic earthquakes which may cause very large financial losses. To manage this risk, reinsurance is used as an effort for risk sharing, particularly for large losses. In a stop-loss reinsurance cont...

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Main Author: Ferer Christian W., Vincensius
Format: Theses
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/84154
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Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:84154
spelling id-itb.:841542024-08-14T10:47:24ZTHE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL Ferer Christian W., Vincensius Indonesia Theses stop-loss reinsurance, optimal retention, value-at-risk, tail value-atrisk, Earthquake CAT Model. INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/84154 Indonesia is located at the meeting point of the world’s four major plates; hence it is prone to tectonic earthquakes which may cause very large financial losses. To manage this risk, reinsurance is used as an effort for risk sharing, particularly for large losses. In a stop-loss reinsurance contract, a higher retention level increases the risk retained by an insurance company (insurer or cedent), but reduces the reinsurance premium due to a decrease in the loss transferred to a reinsurance company (reinsurer); and vice versa. This thesis addresses the trade-off problem by determining an optimal retention level that minimizes the value-at-risk (VaR) and the tail value-at-risk (TVaR) risk measures of the cedent's total cost with a reinsurance risk premium calculated using the expected, variance, and standard deviation premium principles. In addition, optimal retentions in multilayer stoploss reinsurance where the reinsurer reinsures its company to another reinsurance company(s) are also discussed. In this thesis, the determination of an optimal retention based on the distribution of the aggregate loss data that follows a lognormal distribution, obtained from an event loss table (ELT) of an Earthquake Catastrophe (CAT) Model, is discussed. The ELTs are constructed based on the distribution of the moment magnitudes of the historical tectonic earthquake mainshocks data. The moment magnitudes are modelled by a generalized Pareto distribution based on a given average recurrence interval. These methodologies are applied to financial loss data due to tectonic earthquakes on residential buildings in the Papua Region, Indonesia. The optimal retention obtained is then applied in an earthquake disaster risk financing strategy in accordance with the financing scheme set by the Fiscal Policy Agency, Ministry of Finance of the Republic of Indonesia. text
institution Institut Teknologi Bandung
building Institut Teknologi Bandung Library
continent Asia
country Indonesia
Indonesia
content_provider Institut Teknologi Bandung
collection Digital ITB
language Indonesia
description Indonesia is located at the meeting point of the world’s four major plates; hence it is prone to tectonic earthquakes which may cause very large financial losses. To manage this risk, reinsurance is used as an effort for risk sharing, particularly for large losses. In a stop-loss reinsurance contract, a higher retention level increases the risk retained by an insurance company (insurer or cedent), but reduces the reinsurance premium due to a decrease in the loss transferred to a reinsurance company (reinsurer); and vice versa. This thesis addresses the trade-off problem by determining an optimal retention level that minimizes the value-at-risk (VaR) and the tail value-at-risk (TVaR) risk measures of the cedent's total cost with a reinsurance risk premium calculated using the expected, variance, and standard deviation premium principles. In addition, optimal retentions in multilayer stoploss reinsurance where the reinsurer reinsures its company to another reinsurance company(s) are also discussed. In this thesis, the determination of an optimal retention based on the distribution of the aggregate loss data that follows a lognormal distribution, obtained from an event loss table (ELT) of an Earthquake Catastrophe (CAT) Model, is discussed. The ELTs are constructed based on the distribution of the moment magnitudes of the historical tectonic earthquake mainshocks data. The moment magnitudes are modelled by a generalized Pareto distribution based on a given average recurrence interval. These methodologies are applied to financial loss data due to tectonic earthquakes on residential buildings in the Papua Region, Indonesia. The optimal retention obtained is then applied in an earthquake disaster risk financing strategy in accordance with the financing scheme set by the Fiscal Policy Agency, Ministry of Finance of the Republic of Indonesia.
format Theses
author Ferer Christian W., Vincensius
spellingShingle Ferer Christian W., Vincensius
THE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL
author_facet Ferer Christian W., Vincensius
author_sort Ferer Christian W., Vincensius
title THE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL
title_short THE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL
title_full THE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL
title_fullStr THE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL
title_full_unstemmed THE DETERMINATION OF AN OPTIMAL RETENTION OF A STOP-LOSS REINSURANCE BASED ON AN EARTHQUAKE CATASTROPHE MODEL
title_sort determination of an optimal retention of a stop-loss reinsurance based on an earthquake catastrophe model
url https://digilib.itb.ac.id/gdl/view/84154
_version_ 1822010279455621120