I. Akbarbaglu

activity

20182025

collaborators

4 papers

math.FA2025

$J$ -class weighted translations on locally compact groups

M. R. Azimi, I. Akbarbaglu, A. R. Imanzadeh Fard

A bounded linear operator $T$ on a Banach space $X$ (not necessarily separable) is said to be $J$ -class operator whenever the extended limit set, say $J_{T} (x)$ equals $X$ for some v…

math.FA2022

Convex-Cyclic Weighted Translations On Locally Compact Groups

M. R. Azimi, I. Akbarbaglu, M. Asadipour

A bounded linear operator $T$ on a Banach space $X$ is called a convex-cyclic operator if there exists a vector $x \in X$ such that the convex hull of $O r b (T, x)$ is dense in $X$ .…

math.FA2022

On the algebraic structures in $\A_Φ(G)$

Ibrahim Akbarbaglu, Hasan P. Aghababa, Hamid Rahkooy

Let $G$ be a locally compact group and $(Φ, Ψ)$ be a complementary pair of $N$ -functions. In this paper, using the powerful tool of porosity, it is proved that when $G$ is an amena…

math.FA2018

Topological transitive sequence of cosine operators on Orlicz space

Ibrahim Akbarbaglu, Mohammad Reza Azimi, Vishvesh Kumar

For a Young function $ϕ$ and a locally compact second countable group $G,$ let $L^{ϕ} (G)$ denote the Orlicz space on $G .$ In this article, we present a necessary and sufficient condi…

J-class weighted translations on locally compact groups

Convex-Cyclic Weighted Translations On Locally Compact Groups

On the algebraic structures in $\A_Φ(G)$

Topological transitive sequence of cosine operators on Orlicz space

$J$ -class weighted translations on locally compact groups