AbstractFor a shift-invariant subspace M of the two variable Hardy space H2, we consider the associated wandering subspace M0=M⊖zM. Then there exists a nonconstant function ϕ in H∞ such that ϕM0⊆M0 if and only if M=qH2 for some inner function q
We study operators of multiplication by zk in Dirichlet-type spaces Dα. We establish the existence o...
We summarize the results on multipliers from Hp to lq for various p and q. In some instances we pr...
This volume contains the proceedings of the CRM Workshop on Invariant Subspaces of the Shift Operato...
Let M be a forward shift invariant subspace and N a backward shift invariant subspace in the Hardy s...
Abstract. Let M be a forward shift invariant subspace and N a backward shift invariant subspace in t...
For any nonzero invariant subspace M in H2 (T2), set M x = [ U z nM] n [ U w nM] then Mx is also an ...
The objective of this paper is to study wandering subspaces for commuting tuples of bounded operator...
AbstractA closed subspace M of H2H invariant under the shift operator which contains for each eϵH a ...
For every invariant subspace NI in the Hardy spaces H2 (f2 ), let Vz and Vw be mulitplication operat...
We introduce the notions of elementary reducing subspaces and elementary irreducible-invariant subsp...
Let F be a nonzero function in H2 (Dn ) such that if Fis in H2 (Dn ), then <p belongs to H00 (Dn ). ...
Let $\mathcal{W}$ be the corresponding wandering subspace of an invariant subspace of the Bergman sh...
Abstract. In this note we provide a concrete description on the in-variant subspaces for the backwar...
In this paper, we study closed invariant subspaces under the action of a unilateral shift and a trun...
Let theta be an inner function for the upper half plane. We are interested in the description of pos...
We study operators of multiplication by zk in Dirichlet-type spaces Dα. We establish the existence o...
We summarize the results on multipliers from Hp to lq for various p and q. In some instances we pr...
This volume contains the proceedings of the CRM Workshop on Invariant Subspaces of the Shift Operato...
Let M be a forward shift invariant subspace and N a backward shift invariant subspace in the Hardy s...
Abstract. Let M be a forward shift invariant subspace and N a backward shift invariant subspace in t...
For any nonzero invariant subspace M in H2 (T2), set M x = [ U z nM] n [ U w nM] then Mx is also an ...
The objective of this paper is to study wandering subspaces for commuting tuples of bounded operator...
AbstractA closed subspace M of H2H invariant under the shift operator which contains for each eϵH a ...
For every invariant subspace NI in the Hardy spaces H2 (f2 ), let Vz and Vw be mulitplication operat...
We introduce the notions of elementary reducing subspaces and elementary irreducible-invariant subsp...
Let F be a nonzero function in H2 (Dn ) such that if Fis in H2 (Dn ), then <p belongs to H00 (Dn ). ...
Let $\mathcal{W}$ be the corresponding wandering subspace of an invariant subspace of the Bergman sh...
Abstract. In this note we provide a concrete description on the in-variant subspaces for the backwar...
In this paper, we study closed invariant subspaces under the action of a unilateral shift and a trun...
Let theta be an inner function for the upper half plane. We are interested in the description of pos...
We study operators of multiplication by zk in Dirichlet-type spaces Dα. We establish the existence o...
We summarize the results on multipliers from Hp to lq for various p and q. In some instances we pr...
This volume contains the proceedings of the CRM Workshop on Invariant Subspaces of the Shift Operato...
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