In this note, we characterize the boundedness of the Volterra type operator T g and its
related integral operator I g on analytic Morrey spaces. Furthermore, the norm and essential …

We study the maximal spaces of strong continuity on BMOA and the Bloch space B for
semigroups of composition operators. Characterizations are given for the cases when these …

Essential norm of integral operators on Morrey type spaces Page 1 M athematical I nequalities
& A pplications Volume 19, Number 1 (2016), 385–393 doi:10.7153/mia-19-30 ESSENTIAL …

We consider pairs of Banach spaces (M₀, M) such that M₀ is defined in terms of a little-o
condition, and M is defined by the corresponding big-O condition. The construction is …

This note aims at investigating the essential norms of integral operators on Banach spaces
of analytic functions. We study the essential norm of Ig on some classical Banach spaces …

Integral Operators on Bergman–Morrey Spaces | The Journal of Geometric Analysis Skip to main
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When the weight μ μ is more general than normal, the complete characterizations in terms of
the symbol g and weights for the conditions of the boundedness and compactness of T_g …

We prove that the Volterra-type integral operator\[T_gf (z)=\int _0^ zf (\zeta) g'(\zeta)
d\zeta,\quad z\in\mathbb {D},\] defined on the Hardy spaces $ H^ p $ fixes an isomorphic …

We consider operators and, where is a Banach space and is a pair of Banach spaces
belonging to a general construction in which is defined by a 'big-'condition and is given by …

Volterra integral operator and essential norm on Dirichlet type spaces Page 1 http://www.aimspress.com/journal/Math
AIMS Mathematics, 6(9): 10092–10104. DOI:10.3934/math.2021856 Received: 22 April …