Back to matchesWe found a matchYour institution may have access to this item. Find your institution then sign in to continue.TitleISOMETRIES OF COMPOSITION AND DIFFERENTIATION OPERATORS FROM BLOCH TYPE SPACE TO H<sub>α</sub><sub>∞</sub>.AuthorsGENG-LEI LI; ZE-HUA ZHOUAbstractIn this paper, we characterize the isometries of the products of composition and differentiation operators from the Bloch type space to the space of all weighted bounded analytic functions in the disk.SubjectsISOMETRICS (Mathematics); OPERATOR theory; BANACH spaces; MATHEMATICAL bounds; ANALYTIC functions; HOLOMORPHIC functions; MATHEMATICAL analysisPublicationJournal of Computational Analysis & Applications, 2013, Vol 15, Issue 1, p526ISSN1521-1398Publication typeArticle