Add to ORKGAbstract. In this paper, we develop a machinery to study multiplication operators on the Bergman space via the Hardy space of the bidisk. Using the machinery we study the structure of reducing subspaces of a multiplication operator on the Bergman space. As a consequence, we completely classify reducing subspaces of the multiplication operator by a Blaschke product φ with order three on the Bergman space to solve a conjecture of Zhu [40]. 1
We discuss multiplication operator with a special symbol on the weighted Bergman space of the unit b...
Abstract. For which regions G is the Hardy space H2(G) contained in the Bergman space L2a(G)? This p...
AbstractIn this paper, we study the Rudin orthogonality problem on the Bergman space, which is to ch...
ABSTRACT. In this paper we obtain a complete description of nontrivial minimal reduc-ing subspaces o...
This book deals with various aspects of commutants and reducing subspaces of multiplication operator...
AbstractIn Douglas et al. (2011) [4] some incisive results are obtained on the structure of the redu...
AbstractIn this paper, using the group-like property of local inverses of a finite Blaschke product ...
We provide a characterization of the commutant of analytic Toeplitz operators TB induced by finite B...
We provide a characterization of the commutant of analytic Toeplitz operators $T_B$ induced by finit...
AbstractFor a finite Blaschke product B let TB denote the analytic multiplication operator (also cal...
AbstractLet H2(D2) be the Hardy space over the bidisk. For sequences of Blaschke products {φn(z):−∞<...
summary:We study algebraic properties of two Toeplitz operators on the weighted Bergman space on the...
summary:We study a certain operator of multiplication by monomials in the weighted Bergman space bot...
summary:We study algebraic properties of two Toeplitz operators on the weighted Bergman space on the...
summary:We study a certain operator of multiplication by monomials in the weighted Bergman space bot...
We discuss multiplication operator with a special symbol on the weighted Bergman space of the unit b...
Abstract. For which regions G is the Hardy space H2(G) contained in the Bergman space L2a(G)? This p...
AbstractIn this paper, we study the Rudin orthogonality problem on the Bergman space, which is to ch...
ABSTRACT. In this paper we obtain a complete description of nontrivial minimal reduc-ing subspaces o...
This book deals with various aspects of commutants and reducing subspaces of multiplication operator...
AbstractIn Douglas et al. (2011) [4] some incisive results are obtained on the structure of the redu...
AbstractIn this paper, using the group-like property of local inverses of a finite Blaschke product ...
We provide a characterization of the commutant of analytic Toeplitz operators TB induced by finite B...
We provide a characterization of the commutant of analytic Toeplitz operators $T_B$ induced by finit...
AbstractFor a finite Blaschke product B let TB denote the analytic multiplication operator (also cal...
AbstractLet H2(D2) be the Hardy space over the bidisk. For sequences of Blaschke products {φn(z):−∞<...
summary:We study algebraic properties of two Toeplitz operators on the weighted Bergman space on the...
summary:We study a certain operator of multiplication by monomials in the weighted Bergman space bot...
summary:We study algebraic properties of two Toeplitz operators on the weighted Bergman space on the...
summary:We study a certain operator of multiplication by monomials in the weighted Bergman space bot...
We discuss multiplication operator with a special symbol on the weighted Bergman space of the unit b...
Abstract. For which regions G is the Hardy space H2(G) contained in the Bergman space L2a(G)? This p...
AbstractIn this paper, we study the Rudin orthogonality problem on the Bergman space, which is to ch...