AbstractWe construct, in an essentially explicit way, various composition operators on H2 and study their compactness or their membership in the Schatten classes. We construct: non-compact composition operators on H2 whose symbols have the same modulus on the boundary of D as symbols whose composition operators are in various Schatten classes Sp with p>2; compact composition operators which are in no Schatten class but whose symbols have the same modulus on the boundary of D as symbols whose associated composition operators are in Sp for every p>2
We study composition operators on Hardy and Dirichlet spaces belonging to Schatten classes. We give ...
The thesis consists of three pieces of results on compact composition operators on the Hardy and Ber...
Abstract. Under a mild condition we show that a composition operator Cϕ is compact on the Bergman sp...
We construct, in an essentially explicit way, various composition operators on H2 and study their co...
AbstractWe construct, in an essentially explicit way, various composition operators on H2 and study ...
International audienceWe constrcut in an essentially explicit way various composition operators on $...
We study when multiplication by a weight can turn a non-compact composition operator on H 2 into a c...
AbstractWe compare the compactness of composition operators on H2 and on Orlicz–Hardy spaces HΨ. We ...
We give a new proof of the existence of a surjective symbol whose associated composition operator on...
ABSTRACT. A new class of composition operators P: H2(T) H2(T), with: T / is introduced. Sufficient c...
AbstractWe show that there exist non-compact composition operators in the connected component of the...
AbstractIn this paper, we give several new necessary and sufficient conditions for the compactness o...
We investigate compactness of composition operators on the Hardy space of Dirichlet series induced b...
AbstractLet φ and ψ be analytic self-maps of the unit disc, and denote by Cφ and Cψ the induced comp...
Abstract. We show that a composition operator on the Smirnov class N+ is compact if and only if it i...
We study composition operators on Hardy and Dirichlet spaces belonging to Schatten classes. We give ...
The thesis consists of three pieces of results on compact composition operators on the Hardy and Ber...
Abstract. Under a mild condition we show that a composition operator Cϕ is compact on the Bergman sp...
We construct, in an essentially explicit way, various composition operators on H2 and study their co...
AbstractWe construct, in an essentially explicit way, various composition operators on H2 and study ...
International audienceWe constrcut in an essentially explicit way various composition operators on $...
We study when multiplication by a weight can turn a non-compact composition operator on H 2 into a c...
AbstractWe compare the compactness of composition operators on H2 and on Orlicz–Hardy spaces HΨ. We ...
We give a new proof of the existence of a surjective symbol whose associated composition operator on...
ABSTRACT. A new class of composition operators P: H2(T) H2(T), with: T / is introduced. Sufficient c...
AbstractWe show that there exist non-compact composition operators in the connected component of the...
AbstractIn this paper, we give several new necessary and sufficient conditions for the compactness o...
We investigate compactness of composition operators on the Hardy space of Dirichlet series induced b...
AbstractLet φ and ψ be analytic self-maps of the unit disc, and denote by Cφ and Cψ the induced comp...
Abstract. We show that a composition operator on the Smirnov class N+ is compact if and only if it i...
We study composition operators on Hardy and Dirichlet spaces belonging to Schatten classes. We give ...
The thesis consists of three pieces of results on compact composition operators on the Hardy and Ber...
Abstract. Under a mild condition we show that a composition operator Cϕ is compact on the Bergman sp...