DUAL KOTHE-TOEPLITZ DAN TEORI INKLUSI PADA RUANG BARISAN SELISIH TERBOBOTI

ANDREAS YENRI A S, Prof. Dr. SUPAMA, M.Si.

2015 | Tesis | S2 Matematika

Dalam tulisan ini dibahas mengenai ruang barisan selisih terboboti c_0 (\bigtriangleup_\bar{v}^m), c(\bigtriangleup_\bar{v}^m) dan l_\infity(\bigtriangleup_\bar{v}^m) serta sifat-sifat yang dimiliki ruang barisan c_0 (\bigtriangleup_\bar{v}^m), c(\bigtriangleup_\bar{v}^m) dan l_\infity(\bigtriangleup_\bar{v}^m).Lebih lanjut, dibahas mengenai dual Kothe-Toeplitz dan relasi inklusi pada ruang barisan c_0 (\bigtriangleup_\bar{v}^m), c(\bigtriangleup_\bar{v}^m) dan l_\infity(\bigtriangleup_\bar{v}^m).

In this paper, we study about weighted difference sequence spaces c_0 (\bigtriangleup_\bar{v}^m), c(\bigtriangleup_\bar{v}^m) and l_\infty (\bigtriangleup_\bar{v}^m) and their characteristics. Further, we present about Kothe-Toeplitz duals of the spaces c_0 (\bigtriangleup_\bar{v}^m), c(\bigtriangleup_\bar{v}^m) and l_\infity (\bigtriangleup_\bar{v}^m) and inclusion relations of the spaces.

Kata Kunci : ruang barisan,dual Kothe-Toeplitz,realsi inklusi,sequence spaces,Kothe-Toeplitz duals,inclusion relations