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6 papers · 1 filter
Nice surjections on spaces of operators
T s s R K Rao
A bounded linear operator is said to be nice if its adjoint preserves extreme points of the dual unit ball. Motivated by a description due to Labuschagne and Mascioni \cite{LM} of…
Equivalence of quotient Hilbert modules -- II
Ronald G. Douglas, Gadadhar Misra
For any open, connected and bounded set , let be a natural function algebra consisting of functions holomorphic on . Let be a H…
Beurling's Theorem and characterization of heat kernel for Riemannian Symmetric spaces of noncompact type
Rudra P Sarkar, Jyoti Sengupta
We prove Beurling's theorem for rank 1 Riemmanian symmetric spaces and relate it to the characterization of the heat kernel of the symmetric space.
Very smooth points of spaces of operators
T. S. S. R. K. Rao
In this paper we study very smooth points of Banach spaces with special emphasis on spaces of operators. We show that when the space of compact operators is an -ideal in the spa…
Equivalence of quotient Hilbert modules
Ronald G. Douglas, Gadadhar Misra
Let $\cl{M}$ be a Hilbert module of holomorphic functions over a natural function algebra , where $Ω\subseteq \bb{C}^m$ is a bounded domain. Let $\cl{M}_0\subseteq…
Non-MSF wavelets for the Hardy space H^2(\R)
Biswaranjan Behera
We prove three results on wavelets for the Hardy space H^2(\R). All wavelets constructed so far for H^2(\R) are MSF wavelets. We construct a family of H^2-wavelets which are not MS…