Multipliers For A Quotient Banach Space And The NevanlinnaPick Theorem
Preprint Series # 895 Nakazi, Takahiko Multipliers For A Quotient Banach Space And The NevanlinnaPick Theorem. (2008); AbstractLet E be a Banach space on a set X and M(E)
the space of multipliers of E. In this paper, we study the space of
multipliers of the quotient space E/K where K is a closed M(E)
 invariant subspace in E. When E is the classical Hilbert Hardy
space, the Nevanlinna and Pick theorem shows M(E/K) is a quotient
algebra of M(E). Item Type:  Preprint 

Additional Information:  16 

Uncontrolled Keywords:  quotient Bahach space, multiplier,
NevanlinnaPick theorem, Hardy space 

Subjects:  47xx OPERATOR THEORY 

ID Code:  1820 

