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All Journal FORUM STATISTIKA DAN KOMPUTASI IPTEK The Journal for Technology and Science CAUCHY: Jurnal Matematika Murni dan Aplikasi Jurnal Hortikultura Journal of the Indonesian Mathematical Society JTAM (Jurnal Teori dan Aplikasi Matematika) Jambura Journal of Mathematics InPrime: Indonesian Journal Of Pure And Applied Mathematics SRIWIJAYA JOURNAL OF ENVIRONMENT Milang Journal of Mathematics and Its Applications MILANG Journal of Mathematics and Its Applications
I Wayan Mangku
Departemen Matematika, Fakultas MIPA, IPB University, Jawa Barat,
Agriculture, Biological Sciences & Forestry Computer Science & IT Control & Systems Engineering Earth & Planetary Sciences Energy Environmental Science Mathematics Public Health

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Confidence Interval for Variance Function of a Compound Periodic Poisson Process with a Power Function Trend Irawan, Ade; Mangku, I Wayan; Budiarti, Retno
JTAM (Jurnal Teori dan Aplikasi Matematika) Vol 7, No 3 (2023): July
Publisher : Universitas Muhammadiyah Mataram

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.31764/jtam.v7i3.14836

Abstract

This research is a follow-up research of Utama (2022) on asymptotic distribution of an estimator for variance function of a compound periodic Poisson with the power function trend. The objectives of this research are (i) to formulate a confidence interval for the variance function of a compound periodic Poisson process with a power function trend and (ii) to prove the convergence to 1-α probability of the parameter included in the confidence interval. This research process begins with a review of the existing formulation of the variance function estimator and its asymptotic distribution. Next, the confidence interval for the variance function of the compound periodic Poisson process with a power function trend is formulated and the convergence to 1-α is determined. After obtaining the confidence interval, the research continued by conducting computer simulations to confirmed the results obtained analytically. The results obtained show that the confidence interval for the variance function of a compound periodic Poisson process with a power function trend converges to 1-α both analytically and numerically for different finite time intervals.
Co-Authors A.Tuti Rumiati Ade Irawan Ahmad Fajri Ahmad Fajri Aji Hamim Wigena Anang Kurnia Anas D Susila Andri Hermawan Andri Hermawan, Andri Andriani, Rizka D Anik Djuraidah Ardana, N. K. Kutha Arief Gusnanto ASEP SAEFUDDIN Atang Sutandi Auliya Fithry Bagus Sartono Bambang S Purwoko Bib Paruhum Silalahi Chairunisa, Ghevira Chasanah, Sri Istiyarti Uswatun Dave Ananda Osferi Deiby T Salaki Dewi Juliah Ratnaningsih Dhea Ekaputri Dilla Afriansyah Dillah Rismawati Ekaputri, Dhea Faisal Muhammad Faisal Muhammad, Faisal Fatimah Azzahra Febby Dwi Kurniawati Ghevira Chairunisa Hadi Sumarno Hadi Sumarno Henriyansah Henriyansah Herlina Hanum Herlina Hanum, Herlina Hermanto Siregar Himmatul Mursyidah Huda, Mifathul I Gusti Putu Purnaba Ikhsan Fajri, Ikhsan Imni, Salsabila Fitri Jajang Jajang Kusman Sadik Luthfi Izhar M. Hadziq Rafli Fasya Muhammad Wiranadi Utama N. K. Kutha Ardana Najib, Mohamad Khoirun Nikmah Isnaeni Sakbaniyah Nurul Indah Safitri Putri, Renda S. P. Rakhain Alyssa Humaira Renda S. P. Putri Retno Budiarti Rizka D Andriani Safitri, Nurul Indah Salsabila Fitri Imni Sanjaya, Wardah Setyawati, Suci Nur siswadi - Siti Muchlisoh Sri Nurdiati Syarif Abdullah Wardah Sanjaya Yulianty, Sherly