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Irvandi Gorby Pasangka
Universitas Nusa Cendana
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Journal : tensor pure and applied mathematics journal

 1 
Teorema Titik Tetap Untuk Pemetaan Tipe Hardy-Roger Kontraksi-F_c pada Ruang Metrik Lengkap Bernilai Kompleks Irvandi Gorby Pasangka
Tensor: Pure and Applied Mathematics Journal Vol 2 No 1 (2021): Tensor : Pure And Applied Mathematics Journal
Publisher : Department of Mathematics, Faculty of Mathematics and Natural Sciences, Pattimura University, Ambon, Indonesia

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.30598/tensorvol2iss1pp19-24

Abstract

Dalam tulisan ini, akan dibahas mengenai teorema titik tetap untuk pemetaan tipe Hardy-Roger Kontraksi-F_c pada ruang metrik lengkap bernilai kompleks. Eksistensi titik tetap untuk pemetaan tipe Hardy-Roger Kontraksi-F_c dijamin jika memenuhi 0≾α,β,γ,μ,L, γ≠1, dan α+β+γ+2μ=1. Lebih lanjut, jika α+μ+L≾1, maka T memiliki titik tetap tunggal x^*∈X dan untuk setiap x∈X, barisan {T^n (x)} konvergen ke x^*.
Co-Authors Ariyanto . Bartholomeus Pasangka Bartholomeus Pasangka Damai Kusumaningrum, Damai Dethan, Yovita Margerita Eka Kusumawati, Eka Findasari Ganesha L Putra Jusrry Rosalina Pahnael Keristina Br. Ginting L. Putra, Ganesha Liunokas, Mariance Crisatya Marabi Djala, Yusuf Betzelial Maria Agustina Kleden MARIA LOBO Maturbongs, Nadhira Hasna Meksianis Zadrak Ndi Melania S Biri Ndun, Helga J Nony Lenama Pangaribuan, Rapmaida Megawaty Pasangka, Bartholomeus Pratama, Ilham Yoga Prawadika, Luqman Nuradi Purnami, Ndaru Atmi Putra, Ganesha L. Refli, Refli Robertus Dole Guntur Septory, Brian Juned Suari Suari Sugi, Yoseph Suharis, Ridho Syamsul Arifin Tamonob, Arista M. Yoseph Sugi Yovita Margerita Dethan Zoran S. Ilic