M. Roohi

collaborators

3 papers

math.FA2021

On the Maximal Monotone Operators in Hadamard Spaces

Ali Moslemipour, Mehdi Roohi, Jen-Chih Yao

In this paper, some topics of monotone operator theory in the setting of Hadamard spaces are investigated. For a fixed element $p$ in a Hadamard space $X$ , the notion of $p$ -Fenche…

math.FA2019

Monotonicity of sets in Hadamard spaces from polarity point of view

Ali Moslemipour, Mehdi Roohi

This paper is devoted to introduce and investigate the notion of monotone sets in Hadamard spaces. First, flat Hadamard spaces are introduced and investigated. It is shown that an…

math.FA2019

Monotone Relations in Hadamard Spaces

Ali Moslemipour, Mehdi Roohi

In this paper, the notion of $W$ -property for subsets of $X \times X^{◊}$ is introduced and investigated, where $X$ is an Hadamard space and $X^{◊}$ is its l…