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math.FA2026

On Topological Numerical Transitivity, C*-Transitivity and generalizations

Otmane Benchiheb, Stefan Ivkovic

Motivated by the concept of numerical hypercyclicity, in this paper, we introduce three new notions in linear dynamics: topological numerical transitivity, generalized numerical tr…

math.FA2026

Periodicity in Banach algebras

Stefan Ivkovic

In this paper, we consider operators that are compositions of an isometric isomorphism and a left multiplier on a Banach algebra, and we provide necessary and sufficient conditions…

math.FA2025

Disjoint F-semi-transitivity in Banach algebras

Stefan Ivkovic

In this paper, we consider the concept of disjoint Furstenberg-semi-transitivity for operators that are a composition of an isometric isomorphism and a left multiplier on a normed…

math.FA2025

Luh hypercyclic vector for composition operator

Otmane Benchiheb, Stefan Ivkovic, Noureddine Karim +1

In this paper, we deal with the construction of holomorphic functions on a simply connected domain satisfying that all its derivatives and antiderivatives under a composition opera…

math.FA2025

Dynamics on weighted solid Banach function spaces

Stefan Ivkovic

The dynamics of weighted translation operators on Lebesgue spaces, Orlicz spaces, and in general on solid Banach function spaces have been studied in numerous papers. Recently, the…

math.FA2023

Dynamics of operators on the space of Radon measures

Stefan Ivkovic

In this paper, we study the dynamics of the adjoint of a weighted composition operator and we give necessary and sufficient conditions for this adjoint operator to be topologically…