On Uniformly Convexity Of Orlicz Spaces

Orlicz Spaces has introduction by Z.W Rirnbaum and W. Orlicz since 1931. Orlicz spaces one of Banach spaces which extensions from spaces. As extension from spaces, there are much characteristic of spaces valid for Orlicz spaces. Carothers has been proved is Banach spaces. Else, Carothers has been pr...

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Main Author: AZHARY MASTA (NIM : 20111035); Pembimbing : Wono Setya Budhi, Ph.D, AL
Format: Theses
Language:Indonesia
Online Access:https://digilib.itb.ac.id/gdl/view/17873
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Institution: Institut Teknologi Bandung
Language: Indonesia
id id-itb.:17873
spelling id-itb.:178732017-09-27T14:41:48ZOn Uniformly Convexity Of Orlicz Spaces AZHARY MASTA (NIM : 20111035); Pembimbing : Wono Setya Budhi, Ph.D, AL Indonesia Theses INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/17873 Orlicz Spaces has introduction by Z.W Rirnbaum and W. Orlicz since 1931. Orlicz spaces one of Banach spaces which extensions from spaces. As extension from spaces, there are much characteristic of spaces valid for Orlicz spaces. Carothers has been proved is Banach spaces. Else, Carothers has been proved, for every uniformly convex spaces is strictly convex, but converse is not true. On this paper, we will define new norm for Orlicz space and show equivalence with another norm on orlicz spaces . Besides, we will observe condition for uniformly convex, which convexity of Orlicz spaces we define from norm on this papers. Furthermore, we will observe condition for strictly convex if only if uniformly convex. text
institution Institut Teknologi Bandung
building Institut Teknologi Bandung Library
continent Asia
country Indonesia
Indonesia
content_provider Institut Teknologi Bandung
collection Digital ITB
language Indonesia
description Orlicz Spaces has introduction by Z.W Rirnbaum and W. Orlicz since 1931. Orlicz spaces one of Banach spaces which extensions from spaces. As extension from spaces, there are much characteristic of spaces valid for Orlicz spaces. Carothers has been proved is Banach spaces. Else, Carothers has been proved, for every uniformly convex spaces is strictly convex, but converse is not true. On this paper, we will define new norm for Orlicz space and show equivalence with another norm on orlicz spaces . Besides, we will observe condition for uniformly convex, which convexity of Orlicz spaces we define from norm on this papers. Furthermore, we will observe condition for strictly convex if only if uniformly convex.
format Theses
author AZHARY MASTA (NIM : 20111035); Pembimbing : Wono Setya Budhi, Ph.D, AL
spellingShingle AZHARY MASTA (NIM : 20111035); Pembimbing : Wono Setya Budhi, Ph.D, AL
On Uniformly Convexity Of Orlicz Spaces
author_facet AZHARY MASTA (NIM : 20111035); Pembimbing : Wono Setya Budhi, Ph.D, AL
author_sort AZHARY MASTA (NIM : 20111035); Pembimbing : Wono Setya Budhi, Ph.D, AL
title On Uniformly Convexity Of Orlicz Spaces
title_short On Uniformly Convexity Of Orlicz Spaces
title_full On Uniformly Convexity Of Orlicz Spaces
title_fullStr On Uniformly Convexity Of Orlicz Spaces
title_full_unstemmed On Uniformly Convexity Of Orlicz Spaces
title_sort on uniformly convexity of orlicz spaces
url https://digilib.itb.ac.id/gdl/view/17873
_version_ 1820745716184645632