Relation between Quasi-normed Ideals of Entropy Numbers and of Approximation Numbers

QSpace/Manakin Repository

Relation between Quasi-normed Ideals of Entropy Numbers and of Approximation Numbers

Show full item record


Title: Relation between Quasi-normed Ideals of Entropy Numbers and of Approximation Numbers
Author: El Shobaky, E. [انتصارات محمد حسن الشبكي]
Abstract: Let en(T) and an(T) be the entropy numbers and approximation numbers of operator T between Banach spaces, respectively. Let ?p be the operator ideal defined by Sp:^TeL;{en(T)^lp}, and Sp be the operator ideal defined by Sp:=|TeL;£an(T)P<°^. Then if 0<p<l, and 1 <u, v<°° we have Sp(lu, lv)&?p0u, lv).عنى هذا البحث بدراسة العلاقة بين مثالي كل من مؤثر اعلي اد اللافتروبي .
URI: http://hdl.handle.net/10576/9922
Date: 1981

Files in this item

Files Size Format View
abstract.pdf 1.679Kb PDF View/Open
abstract.doc 20Kb Microsoft Word View/Open
abstract_ar.doc 20Kb Microsoft Word View/Open
078101-0001-fulltext.pdf 116.1Kb PDF View/Open

This item appears in the following Collection(s)

Show full item record

Search QSpace


Advanced Search

Browse

My Account