ANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH
In property insurance, it is interesting to know the frequency of claims at a location observed over time. Claim is a rare event so there will be many zeros in the data. Modelling claim occurrence is important to predict the probability and frequency of the future claims. As for modelling count d...
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id-itb.:390652019-06-21T14:00:09ZANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH Maudy Gabrielle, Meischke, Indonesia Final Project Count Data, Time Series, Overdispersed, ZIP, Neighborhood INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/39065 In property insurance, it is interesting to know the frequency of claims at a location observed over time. Claim is a rare event so there will be many zeros in the data. Modelling claim occurrence is important to predict the probability and frequency of the future claims. As for modelling count data commonly used Poisson model. However the variance of the data will be greater than the mean, and Poisson model is no longer appropriate. One alternative that can be used is Zero Inflated Poisson (ZIP) distribution. Generalized Linier Model (GLM) used to build ZIP Autoregression model that depends on frequency of previous times. Neighborhood effect is added as regressor to know the effect of occurrences frequencies in surrounding neighbors to model location. Applications of this model are used in property insurance claim frequency data of DKI Jakarta. Effect of neighborhood is added to regressor with uniform and squared inverse distance weighted. text |
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Indonesia |
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In property insurance, it is interesting to know the frequency of claims at a
location observed over time. Claim is a rare event so there will be many zeros in
the data. Modelling claim occurrence is important to predict the probability and
frequency of the future claims. As for modelling count data commonly used
Poisson model. However the variance of the data will be greater than the mean,
and Poisson model is no longer appropriate. One alternative that can be used is
Zero Inflated Poisson (ZIP) distribution. Generalized Linier Model (GLM) used to
build ZIP Autoregression model that depends on frequency of previous times.
Neighborhood effect is added as regressor to know the effect of occurrences
frequencies in surrounding neighbors to model location. Applications of this
model are used in property insurance claim frequency data of DKI Jakarta. Effect
of neighborhood is added to regressor with uniform and squared inverse distance
weighted. |
format |
Final Project |
author |
Maudy Gabrielle, Meischke, |
spellingShingle |
Maudy Gabrielle, Meischke, ANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH |
author_facet |
Maudy Gabrielle, Meischke, |
author_sort |
Maudy Gabrielle, Meischke, |
title |
ANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH |
title_short |
ANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH |
title_full |
ANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH |
title_fullStr |
ANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH |
title_full_unstemmed |
ANALYSIS OF PROBABILITY FOR CLAIM EVENTS IN PROPERTY INSURANCE WITH AND WITHOUT LOCATION EFFECT THROUGH ZERO INFLATED POISSON AUTOREGRESSION APPROACH |
title_sort |
analysis of probability for claim events in property insurance with and without location effect through zero inflated poisson autoregression approach |
url |
https://digilib.itb.ac.id/gdl/view/39065 |
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1821997670246383616 |