[KSCI] Korea Science Citation Index Service

Kang, Jeong-Heung (Department of Mathematics Korea Military Academy)

Publication Information

Abstract

The Banach envelope of $WeakL_1$ contains a complemented Banach sublattice that is isometrically isomorphic to Lp( $\mu$ ) space.

Keywords

complemented sublattices; Banach envelope of $W eakL_1$ ; reflexive Banach sublattice;

Citations & Related Records

Times Cited By KSCI : 1 (Citation Analysis)

1	Linear Operator I: General Theory. Pure and Applied Mathematics / [ N.Dunford;J.T.Schwartz ] / Interscience VII
2	The L₁-structure of wL₁ / [ J.Kupka;T.Peck ] / Math. Ann. DOI
3	Maximal seminorm on wL₁ / [ M.Cwikel:C.Fefferman ] / Studia Math.
4	On the conjugates of some function spaces / [ M.Cwikel ] / Studia Math. DOI
5	Banach sublattices of WeakL₁ / [ T.Peck;M.Talagrand ] / Israel. J. Math. DOI
6	The canonical seminorm on wL₁ / [ M.Cwikel ] / Studia Math. DOI
7	/ [ Lindenstrauss;Tzafriri ] / Classical Banach Spaces II
8	The normed and Banach envelopes of weakL¹ / [ Denny H.Leung ] / Isreal J. Math. DOI
9	Sublattices of the Banach envelope of WeakL₁ / [ H.P.Lotz;T.Peck ] / Proc. Amer. Math. Soc. DOI ScienceOn
10	Banach subspaces and envelope norm of wL₁ / [ JeongHeung Kang ] / Bull. Korean. Math. Soc. 과학기술학회마을
11	<TEX>$L(p,∞)^ *$</TEX> / [ M.Cwikel;Y.Sagher ] / Indiana Uni. Math. J.

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