3 papers
math.FA2020
On the exact value of the norm of the Hilbert matrix operator on weighted Bergman spaces
Mikael Lindström, Santeri Miihkinen, Niklas Wikman
In this article, the open problem of finding the exact value of the norm of the Hilbert matrix operator on weighted Bergman spaces is adressed. The norm was conjectured to…
math.FA2018
Norm estimates of weighted composition operators pertaining to the Hilbert Matrix
Mikael Lindström, Santeri Miihkinen, Niklas Wikman
Very recently, Božin and Karapetrović solved a conjecture by proving that the norm of the Hilbert matrix operator on the Bergman space is equal to $\fracπ{\sin(…
math.FA2018
Generalized Volterra operators mapping between Banach spaces of analytic functions
Ted Eklund, Mikael Lindström, Maryam M. Pirasteh +2
We characterize boundedness and compactness of the classical Volterra operator induced by a univalent function for standard weights…