COMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE

Premium Reserve is the insurance company's obligation to pay a number of funds that must be prepared by the insurance company to pay the value of the benefits at the time of coverage. The calculation of premium reserves is driven by various factors, one of which is death probability. One of the...

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Main Author: SEBASTIAN YUNUS, EDWIN
Format: Final Project
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/65365
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Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:65365
spelling id-itb.:653652022-06-22T13:39:02ZCOMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE SEBASTIAN YUNUS, EDWIN Indonesia Final Project death probability, Lee-Carter, Stochastic, Prospective reserve, Zillmer reserve INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/65365 Premium Reserve is the insurance company's obligation to pay a number of funds that must be prepared by the insurance company to pay the value of the benefits at the time of coverage. The calculation of premium reserves is driven by various factors, one of which is death probability. One of the methods to calculate the death probability with the Lee-Carter model. The Lee-Carter Model is a model that had been used to forecast the mortality rate on specific or certain region. In this research, stochastic mortality will be modelled using the Lee-Carter model. With this stochastic effect, the probability of death will be forecasted to be more precise because stochastic method considers the uncertainty factor. The death probability will be calculated using mortality data in the United States for the period 2019. This death probability will be used to calculate the premium and reserve value for 10-year term life insurance using Prospective reserve and Zillmer reserve. This also affects the reserve value using the Lee-Carter model which is lower than the USA mortality table. 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 Premium Reserve is the insurance company's obligation to pay a number of funds that must be prepared by the insurance company to pay the value of the benefits at the time of coverage. The calculation of premium reserves is driven by various factors, one of which is death probability. One of the methods to calculate the death probability with the Lee-Carter model. The Lee-Carter Model is a model that had been used to forecast the mortality rate on specific or certain region. In this research, stochastic mortality will be modelled using the Lee-Carter model. With this stochastic effect, the probability of death will be forecasted to be more precise because stochastic method considers the uncertainty factor. The death probability will be calculated using mortality data in the United States for the period 2019. This death probability will be used to calculate the premium and reserve value for 10-year term life insurance using Prospective reserve and Zillmer reserve. This also affects the reserve value using the Lee-Carter model which is lower than the USA mortality table.
format Final Project
author SEBASTIAN YUNUS, EDWIN
spellingShingle SEBASTIAN YUNUS, EDWIN
COMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE
author_facet SEBASTIAN YUNUS, EDWIN
author_sort SEBASTIAN YUNUS, EDWIN
title COMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE
title_short COMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE
title_full COMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE
title_fullStr COMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE
title_full_unstemmed COMPARISON OF PREMIUM RESERVES USING LEE-CARTER MODEL AND USA MORTALITY TABLE
title_sort comparison of premium reserves using lee-carter model and usa mortality table
url https://digilib.itb.ac.id/gdl/view/65365
_version_ 1822004833396195328