We study composition operators on the weighted Banach spaces of an infinite tree. We characterize the bounded and the compact operators, as well as determine the operator norm and the essential norm. In addition, we study the isometric composition operators
Operators on function spaces acting by composition to the right with a fixed selfmap φ of some set a...
summary:Let $E$ be a complex Banach space, with the unit ball $B_E$. We study the spectrum of a bo...
summary:Let $E$ be a complex Banach space, with the unit ball $B_E$. We study the spectrum of a bo...
We study the weighted composition operators between the Lipschitz space and the space of bounded fun...
de 1999, con muy buenos recuerdos The essential norm of weighted composition operators on weighted B...
We discuss some necessary and sufficient condition of boundedness and compactness of composition ope...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00013-012-0458-zWe inv...
We study the bounded and the compact weighted composition operators from the Bloch space into the we...
We extend some results related to composition operators on Hv (G) to arbitrary linear operators on H...
We consider the topological structure problem for the space of composition operators as well as the ...
Operators of type f→ψf∘ϕ acting on function spaces are called weighted composition operators. If the...
Let ϕ be an analytic self-map of the open unit disk ⅅin the complex plane. Such a map induces a comp...
In this paper, we prove that into isometries and disjointness preserving linear maps from C0(X) into...
In this paper, we study the differentiation operator acting on discrete function spaces; that is spa...
We study properties of the topological space of composition operators on the Banach algebra of bound...
Operators on function spaces acting by composition to the right with a fixed selfmap φ of some set a...
summary:Let $E$ be a complex Banach space, with the unit ball $B_E$. We study the spectrum of a bo...
summary:Let $E$ be a complex Banach space, with the unit ball $B_E$. We study the spectrum of a bo...
We study the weighted composition operators between the Lipschitz space and the space of bounded fun...
de 1999, con muy buenos recuerdos The essential norm of weighted composition operators on weighted B...
We discuss some necessary and sufficient condition of boundedness and compactness of composition ope...
The final publication is available at Springer via http://dx.doi.org/10.1007/s00013-012-0458-zWe inv...
We study the bounded and the compact weighted composition operators from the Bloch space into the we...
We extend some results related to composition operators on Hv (G) to arbitrary linear operators on H...
We consider the topological structure problem for the space of composition operators as well as the ...
Operators of type f→ψf∘ϕ acting on function spaces are called weighted composition operators. If the...
Let ϕ be an analytic self-map of the open unit disk ⅅin the complex plane. Such a map induces a comp...
In this paper, we prove that into isometries and disjointness preserving linear maps from C0(X) into...
In this paper, we study the differentiation operator acting on discrete function spaces; that is spa...
We study properties of the topological space of composition operators on the Banach algebra of bound...
Operators on function spaces acting by composition to the right with a fixed selfmap φ of some set a...
summary:Let $E$ be a complex Banach space, with the unit ball $B_E$. We study the spectrum of a bo...
summary:Let $E$ be a complex Banach space, with the unit ball $B_E$. We study the spectrum of a bo...
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