NARROW OPERATORS AND THE DAUGAVET PROPERTY FOR ULTRAPRODUCTS DMITRIY BILIK, VLADIMIR KADETS, ROMAN SHVIDKOY, AND DIRK WERNER Abstract. We show that if T is a narrow operator (for the definition see below) on X = X1 ⊕1 - KnuthBendix completion algorithm - Document - PDFSEARCH.IO

First Page	Meta Content
	NARROW OPERATORS AND THE DAUGAVET PROPERTY FOR ULTRAPRODUCTS DMITRIY BILIK, VLADIMIR KADETS, ROMAN SHVIDKOY, AND DIRK WERNER Abstract. We show that if T is a narrow operator (for the definition see below) on X = X1 ⊕1 Add to Reading List Document Date: 2012-11-07 06:18:05 Open Document File Size: 315,42 KB Share Result on Facebook

NARROW OPERATORS AND THE DAUGAVET PROPERTY FOR ULTRAPRODUCTS DMITRIY BILIK, VLADIMIR KADETS, ROMAN SHVIDKOY, AND DIRK WERNER Abstract. We show that if T is a narrow operator (for the definition see below) on X = X1 ⊕1 Add to Reading List