The theory of slice regular functions (originally Cullen-regular functions) was born at George
Mason University, in Virginia, where the first and third authors collaborated for a 2-month …

Classical operator theory in Banach and Hilbert spaces has been stimulated by several
problems in mathematics and physics. Moreover, the theory of holomorphic functions plays a …

Tent Carleson measures for Hardy spaces - ScienceDirect Skip to main contentSkip to article
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In this paper we continue the study of important Banach spaces of slice hyperholomorphic
functions on the quaternionic unit ball by investigating the BMO‐and VMO‐spaces of slice …

In ancient times, citations in research papers were meant to allow readers to know two
things: firstly, the cited paper was somehow relevant to the research done in the paper, and …

The p-Carleson measure in the unit ball of quaternions is introduced in terms of the
symmetric box. When p= 1 or p= 2, the p-Carleson measure becomes the Carleson measure …

There is little work concerning the properties of quaternionic operators acting on slice
regular function spaces defined on quaternions. In this paper, we present an equivalent …

A left linear weighted composition operator W_ f, φ W f, φ is defined on slice regular
quaternionic Fock space F^ 2 (H) F 2 (H). We carry out a comprehensive analysis on its …

Carleson measures on Dirichlet type spaces in the quaternionic unit ball | Advances in Operator
Theory Skip to main content SpringerLink Account Menu Find a journal Publish with us Track …

Carleson measures were introduced by Lennart Carleson in 1962 to solve an interpolation
problem about bounded holomorphic function called the corona problem. Since then …