Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA

In this thesis discussed the determination of health insurances premiums rider for outpatient respiratory disease. Respiratory disease is a disease the most treated in outpatient cases. Respiratory diseases were divided into two groups, instead of pneumonia and pneumonia are in distinguishable from...

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Main Authors: , Faihatuz Zuhairoh, S.Si., , Dr.rer.nat Dedi Rosadi, M.Sc.
Format: Thesis
Published: [Yogyakarta] : Universitas Gadjah Mada 2011
Subjects:
ETD
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author , Faihatuz Zuhairoh, S.Si.
, Dr.rer.nat Dedi Rosadi, M.Sc.
author_facet , Faihatuz Zuhairoh, S.Si.
, Dr.rer.nat Dedi Rosadi, M.Sc.
author_sort , Faihatuz Zuhairoh, S.Si.
collection UGM
description In this thesis discussed the determination of health insurances premiums rider for outpatient respiratory disease. Respiratory disease is a disease the most treated in outpatient cases. Respiratory diseases were divided into two groups, instead of pneumonia and pneumonia are in distinguishable from the complaints of patient when a visit. The model used is a multistate model with semi-Markov assumption, expressed as a probability model of transition from one state to another state. Data was collected from a clinic located in Garut, West Java. There are two covariates of age and gender. To estimate the probability of transition between the states of used the evolution equations solution. As a result, we provide rider premium table rate categorized by the covariates.
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institution Universiti Gadjah Mada
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publisher [Yogyakarta] : Universitas Gadjah Mada
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spelling oai:generic.eprints.org:900552014-08-20T02:51:26Z https://repository.ugm.ac.id/90055/ Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA , Faihatuz Zuhairoh, S.Si. , Dr.rer.nat Dedi Rosadi, M.Sc. ETD In this thesis discussed the determination of health insurances premiums rider for outpatient respiratory disease. Respiratory disease is a disease the most treated in outpatient cases. Respiratory diseases were divided into two groups, instead of pneumonia and pneumonia are in distinguishable from the complaints of patient when a visit. The model used is a multistate model with semi-Markov assumption, expressed as a probability model of transition from one state to another state. Data was collected from a clinic located in Garut, West Java. There are two covariates of age and gender. To estimate the probability of transition between the states of used the evolution equations solution. As a result, we provide rider premium table rate categorized by the covariates. [Yogyakarta] : Universitas Gadjah Mada 2011 Thesis NonPeerReviewed , Faihatuz Zuhairoh, S.Si. and , Dr.rer.nat Dedi Rosadi, M.Sc. (2011) Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA. UNSPECIFIED thesis, UNSPECIFIED. http://etd.ugm.ac.id/index.php?mod=penelitian_detail&sub=PenelitianDetail&act=view&typ=html&buku_id=52395
spellingShingle ETD
, Faihatuz Zuhairoh, S.Si.
, Dr.rer.nat Dedi Rosadi, M.Sc.
Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA
title Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA
title_full Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA
title_fullStr Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA
title_full_unstemmed Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA
title_short Persamaan Evolusi Proses Semi-Markov Homogen dalam Perhitungan Premi Tambahan Asuransi Kesehatan Rawat Jalan Penyakit ISPA
title_sort persamaan evolusi proses semi markov homogen dalam perhitungan premi tambahan asuransi kesehatan rawat jalan penyakit ispa
topic ETD
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AT drrernatdedirosadimsc persamaanevolusiprosessemimarkovhomogendalamperhitunganpremitambahanasuransikesehatanrawatjalanpenyakitispa