Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu Afrika

Precipitation is one of the most important climatic parameters displaying significant changes across space and time. The accurate modeling of precipitation has become an important part of climate research for hydrological studies, the forecast of events such as droughts and floods and the estimation...

Full description

Bibliographic Details
Main Authors: Olgu Aydın, Nussaïbah Begum Raja
Format: Article
Language:English
Published: Ankara University 2016-04-01
Series:Coğrafi Bilimler Dergisi
Subjects:
Online Access:https://dergipark.org.tr/tr/pub/aucbd/issue/44457/550961
_version_ 1797869339698790400
author Olgu Aydın
Nussaïbah Begum Raja
author_facet Olgu Aydın
Nussaïbah Begum Raja
author_sort Olgu Aydın
collection DOAJ
description Precipitation is one of the most important climatic parameters displaying significant changes across space and time. The accurate modeling of precipitation has become an important part of climate research for hydrological studies, the forecast of events such as droughts and floods and the estimation of ground and surface water resources. For this reason, several interpolation methods have been applied and compared for the accurate generation of models. In this study, the spatial distribution of annual mean total precipitation of Mauritius, located east of Africa, was investigated by applying deterministic methods, namely Thiessen Polygon (TP) and Inverse Distance Method (IDW), and stochastic methods, namely Ordinary Kriging (OK), using precipitation data from 53 meteorological stations for the period 1981–2010. The accuracy of the models was tested using the Cross Validation method and the models were compared using the Mean Error (ME), Mean Absolute Error (MAE), Root Mean Square Error (RMSE), and the Coefficient of Determination (R2). The stochastic method, OK, provided the highest performance results, generating ME, MAE, RMSE and R2 values of -17,66, 527,21, 329,53 mm and 0,88 respectively. In contrast, the deterministic method, Thiessen Polygon (TP), generated the lowest performance results, generating ME, MAE, RMSE, R2 values of -78,83, 453,92, 621,58 mm and 0,60 respectively. Therefore, according to the results obtained, it can be concluded that stochastic methods provide more accurate models as compared to deterministic methods
first_indexed 2024-04-10T00:09:58Z
format Article
id doaj.art-730fa8c534ce41c2bd3fda675ac08062
institution Directory Open Access Journal
issn 1303-5851
1308-9765
language English
last_indexed 2024-04-10T00:09:58Z
publishDate 2016-04-01
publisher Ankara University
record_format Article
series Coğrafi Bilimler Dergisi
spelling doaj.art-730fa8c534ce41c2bd3fda675ac080622023-03-16T10:47:59ZengAnkara UniversityCoğrafi Bilimler Dergisi1303-58511308-97652016-04-0114111410.1501/Cogbil_0000000170Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu AfrikaOlgu Aydın0https://orcid.org/0000-0001-8220-6384Nussaïbah Begum RajaAnkara Üniversitesi, Dil ve Tarih-Coğrafya Fakültesi, Coğrafya Bölümü, Ankara Precipitation is one of the most important climatic parameters displaying significant changes across space and time. The accurate modeling of precipitation has become an important part of climate research for hydrological studies, the forecast of events such as droughts and floods and the estimation of ground and surface water resources. For this reason, several interpolation methods have been applied and compared for the accurate generation of models. In this study, the spatial distribution of annual mean total precipitation of Mauritius, located east of Africa, was investigated by applying deterministic methods, namely Thiessen Polygon (TP) and Inverse Distance Method (IDW), and stochastic methods, namely Ordinary Kriging (OK), using precipitation data from 53 meteorological stations for the period 1981–2010. The accuracy of the models was tested using the Cross Validation method and the models were compared using the Mean Error (ME), Mean Absolute Error (MAE), Root Mean Square Error (RMSE), and the Coefficient of Determination (R2). The stochastic method, OK, provided the highest performance results, generating ME, MAE, RMSE and R2 values of -17,66, 527,21, 329,53 mm and 0,88 respectively. In contrast, the deterministic method, Thiessen Polygon (TP), generated the lowest performance results, generating ME, MAE, RMSE, R2 values of -78,83, 453,92, 621,58 mm and 0,60 respectively. Therefore, according to the results obtained, it can be concluded that stochastic methods provide more accurate models as compared to deterministic methodshttps://dergipark.org.tr/tr/pub/aucbd/issue/44457/550961precipitationspatial interpolationdeterministic methodsstochastic methodskriging
spellingShingle Olgu Aydın
Nussaïbah Begum Raja
Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu Afrika
Coğrafi Bilimler Dergisi
precipitation
spatial interpolation
deterministic methods
stochastic methods
kriging
title Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu Afrika
title_full Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu Afrika
title_fullStr Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu Afrika
title_full_unstemmed Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu Afrika
title_short Yağışın mekânsal dağılışında deterministik ve stokastik yöntemler: Mauritius örneği, Doğu Afrika
title_sort yagisin mekansal dagilisinda deterministik ve stokastik yontemler mauritius ornegi dogu afrika
topic precipitation
spatial interpolation
deterministic methods
stochastic methods
kriging
url https://dergipark.org.tr/tr/pub/aucbd/issue/44457/550961
work_keys_str_mv AT olguaydın yagısınmekansaldagılısındadeterministikvestokastikyontemlermauritiusornegidoguafrika
AT nussaibahbegumraja yagısınmekansaldagılısındadeterministikvestokastikyontemlermauritiusornegidoguafrika