ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS

Toxoplasmosis is the disease caused by obligate intraceluller parasites called T.gondii that infect wide variety of warm-blooded species, including humans. These parasites are found in the reticulo endothelial cells. The disease is classified as a zoonis diseases transmitted from animals to humans....

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Hauptverfasser: , ETNA RIZKY MULIARDHINI, , Dr. Fajar Adi Kusumo, M.Si.
Format: Abschlussarbeit
Veröffentlicht: [Yogyakarta] : Universitas Gadjah Mada 2014
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ETD
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author , ETNA RIZKY MULIARDHINI
, Dr. Fajar Adi Kusumo, M.Si.
author_facet , ETNA RIZKY MULIARDHINI
, Dr. Fajar Adi Kusumo, M.Si.
author_sort , ETNA RIZKY MULIARDHINI
collection UGM
description Toxoplasmosis is the disease caused by obligate intraceluller parasites called T.gondii that infect wide variety of warm-blooded species, including humans. These parasites are found in the reticulo endothelial cells. The disease is classified as a zoonis diseases transmitted from animals to humans. This final project presents the mathematical model to describe the spread of the parasite cycle T.gondii in the human body. From the model, endemic equilibrium point and non-endemic equilibrium point can be determined. Endemic equilibrium points represent infection in the body and non-endemic equilibrium point represents no infection. From the equilibrium point, we can investigate about characteristic of stability. From the characteristic of stability, we can determine whether toxoplasmosis can be removed from the human body or not.
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institution Universiti Gadjah Mada
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spelling oai:generic.eprints.org:1307482016-03-04T07:55:40Z https://repository.ugm.ac.id/130748/ ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS , ETNA RIZKY MULIARDHINI , Dr. Fajar Adi Kusumo, M.Si. ETD Toxoplasmosis is the disease caused by obligate intraceluller parasites called T.gondii that infect wide variety of warm-blooded species, including humans. These parasites are found in the reticulo endothelial cells. The disease is classified as a zoonis diseases transmitted from animals to humans. This final project presents the mathematical model to describe the spread of the parasite cycle T.gondii in the human body. From the model, endemic equilibrium point and non-endemic equilibrium point can be determined. Endemic equilibrium points represent infection in the body and non-endemic equilibrium point represents no infection. From the equilibrium point, we can investigate about characteristic of stability. From the characteristic of stability, we can determine whether toxoplasmosis can be removed from the human body or not. [Yogyakarta] : Universitas Gadjah Mada 2014 Thesis NonPeerReviewed , ETNA RIZKY MULIARDHINI and , Dr. Fajar Adi Kusumo, M.Si. (2014) ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS. UNSPECIFIED thesis, UNSPECIFIED. http://etd.ugm.ac.id/index.php?mod=penelitian_detail&sub=PenelitianDetail&act=view&typ=html&buku_id=71177
spellingShingle ETD
, ETNA RIZKY MULIARDHINI
, Dr. Fajar Adi Kusumo, M.Si.
ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS
title ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS
title_full ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS
title_fullStr ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS
title_full_unstemmed ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS
title_short ANALISIS MODEL MATEMATIKA DARI INFEKSI TOKSOPLASMOSIS
title_sort analisis model matematika dari infeksi toksoplasmosis
topic ETD
work_keys_str_mv AT etnarizkymuliardhini analisismodelmatematikadariinfeksitoksoplasmosis
AT drfajaradikusumomsi analisismodelmatematikadariinfeksitoksoplasmosis