Modelling Spatial Extreme Value with Copula approach and Aplication (Case Study: Extreme Rainfall in Ngawi)

Authors

  • Layla Fickri Amalia Bali State Polytechnic

DOI:

https://doi.org/10.55123/insologi.v2i2.1785

Keywords:

Spatial Extreme Value, Copula, Extreme Rainfall

Abstract

Extreme event is a short scale rare phenomenon, but it has a quite a serious impact on the various  aspects of life. Studies on the prediction of extreme rainfall that occurred in the  region is needed to minimize the adverse effects of global climate, so the farmers and stakeholders will have a good knowledge about the climate. It is especially extreme  rainfall  events so anticipation  can  be  done early, than  the  production of  rice plant can be maximized and the losses can be minimized. To fulfil these needs, it requires statistical methods that can explain  the extreme  rainfall.  Extreme Value Theory is a statistical  method to identify extreme events. For data rainfall, snow, river flow, or temperature are classified as spacial data being a multivariate data because it’s observed in several locations, and therefore Spatial Extreme Value Method is developed. In the case of Spatial Extreme Value, the approach is often used Copula approach and max-stable process. Copula approach assumes that marginal distribution of extreme values follow a uniform  distribution. Therefore, this study discusses the Spatial modelling of Extreme Value with Copula approach in one of East Java's rice production centres is Ngawi Regency. It is hoped that the method will improve the accuracy of predicting extreme events.

Downloads

Download data is not yet available.

References

Ainurrahmah S and Sudarti. 2022. Analisis Perubahan Iklim dan Global Warming yang terjadi sebagai fase kritis. Jurnal Pendidikan Fisika dan Fisika Terapan. Vol 3:3

BPS. 2021. Analisis Produktivitas Padi di Indonesia 2021. Badan Pusat Statistik: Jakarta

BMKG.2018. Buletin Meteorologi. Buletin Meteorologi Edisi Juni 2018. Vol IV No.06

Bucher A. 2018. A horse racing between the block maxima method and the peak–over–threshold approach. http://arxiv.org/abs/1807.00282v1

Gudendorf G and Segers J. 2010. Extreme-value copulas In Copula theory and its applications.Springer Berlin Heidelberg Warsaw, Berlin. 127-145

Hackim AF, Sutikno, and Prasetyo DD. 2016. Spatial Extreme Value Modeling Using Max-Stable Processes Approach. Proceeding Of 3 Rd International Conference On Research, Implementation And Education Of Mathematics And Science.

Huser R and Wadsworth JL. 2020. Advances in Statistical Modeling of Spatial Extremes. WIREs Computational Statistics, Vol 1.

Murea CM. 2005. The BFGS Algorithm for a Nonlinear Least Square Problem Arising from Blood Flow in Arteries. An International Journal Computers and Mathematics with Application. 49 pp 171-186.

Prayoga IS and Andhika A. 2020. Pemodelan Kerugian Bencana Banjir Akibat Curah Hujan Ekstrem Menggunakan Extreme Value Theory Dan Copula. Journal Of statistical Application and Computional. Vol 13, No.1.

Rahamayani D and Sutikmo. 2019. Analisis Curah Hujan Ektrem Non-Stasioner dengan Pendekatan Block Maxima di Surabaya dan Mojokerto. Jurnal Sains Seni ITS. Vol 8 No. 2.

Yasin H, Warsito Budi and Hackim AF. 2019. Prediksi Curah Hujan Ekstrem di Kota Semarang. http://ejournal.undip.ac.id/index.php/media_statistika. Media stattistika 12 (1).

Hanifatusya'adah, L., Supriyati, E., & Listyorini, T. (2022). E-Marketplace Komunitas Penjual Produk Olahan Buah Parijoto Muria Di Kabupaten Kudus. Seminar Nasional LPPM UMMAT, 27-39.

Leatemia, S. (2020). ADOPSI E-COMMERCE PADA UMKM DI ERA PANDEMI COVID-19. Jurnal SOSOQ, 1-11.

Downloads

Published

2023-04-29

How to Cite

Amalia, L. F. (2023). Modelling Spatial Extreme Value with Copula approach and Aplication (Case Study: Extreme Rainfall in Ngawi) . INSOLOGI: Jurnal Sains Dan Teknologi, 2(2), 288–297. https://doi.org/10.55123/insologi.v2i2.1785

Issue

Section

Articles