RUANG BERNORMA LENGKAP ATAS OPERATOR LINEAR TERBATAS PADA RUANG FUNGSI TERINTEGRAL DUNFORD

Solikhin Solikhin (Dept. of Mathematics, Diponegoro University)
YD Sumanto (Dept. of Mathematics, Diponegoro University)
Abdul Aziz (Dept. of Mathematics, Diponegoro University)
Susilo Hariyanto (Dept. of Mathematics, Diponegoro University)
R. Heri Soelistyo Utomo (Dept. of Mathematics, Diponegoro University)

Journal of Fundamental Mathematics and Applications (JFMA)
Vol 3, No 1 (2020)

Abstract. We are discussed operator norms on space of Dunford integral function. We show that sets of all bounded linear operator from dual space of Banach space into space of Lebesgue integral function is Banach space. Abstrak. Artikel ini membahas norma operator atas operator linear terbatas pada ruang fungsi terintegral Dunford. Himpunan semua operator linear dari ruang dual atas ruang Banach ke ruang fungsi terintegral Lebesgue merupakan ruang bernorma yang lengkap terhadap norma operator yang diberikan.