Department of Mathematics College of Education Mustansiriyah University, Baghdad, 10052, Iraq
Salim Dawood Mohsen, Mohammed Jassim Mohammed
In this paper: This article introduces a new and extended concept of quasi-fuzzy soft paranormal operators of great importance in pure mathematics, called (𝕜 – Ω) – quasi-fuzzy soft paranormal operators) in brief “...
Salim Dawood Mohsen, Zaid Rajih Hamza
In this paper: This research aims to provide a generalization of an advanced class in the fields of fuzzy soft theory and operator theory, which is highlights a new class of fuzzy soft quasi-hyponormal operator via...
Salim Dawood Mohsen, Hawraa Godarz Ramk
In this paper: In this paper, a new class in the fuzzy soft mathematics field is introduced called the fuzzy soft b-Rectangular partial metric space, which is a generalization concept of fuzzy soft metric space and...
Mohammed J. Fari, Salim Dawood Mohsen, Meena Fouad Abduljabbar
In this paper: In the realm of Operator Theory, it is investigated. Recently, greatly This article employs new properties (ℛab) and (gℛab) of bounded linear operators as a generalization of Browder’s theorem to Bana...
Salim Dawood Mohsen, Ihsan Abdulsattar Awadh
In this paper: In the realm of Hilbert space, the applicability of the system of modeling equations in Operator Theory is investigated and considered. Recently, the interest in studying this type of systems has incr...
Muna Abuljabbar Ahmed, Ines Ellouze, Salim Dawood Mohsen
In this paper: In fuzzy functional analysis, the soft fuzzy Hilbert space is a remarkable space. Compared to soft fuzzy sets, this space is more general and flexible. Most of the challenges in describing the fuzzine...
Salim Dawood Mohsen, Mohammed Jassim Mohammed
In this paper: The current article discusses the theoretical aspects of a new operator in operator theory (OT), that has been generalized in (FS-HS) named mth-fuzzy soft paranormal operators(m^th-FSPO), Research wit...
Luma J. Barghooth, Ail Taghavi, Salim Dawood Mohsen
In this paper: Through our study of soft-liner operator in Hilbert space we discovered a new type, which is a Novel Type of Extended Soft quasinormal for Normal Operator in Hilbert Space In this paper we present som...
Salim Dawood Mohsen, Luma J. Barghooth
In this paper: The purpose of this article is to present another extension of some types of operators define on complex Hilbert space which is adjointable normal power operators depended on some characterization of...
Salim Dawood Mohsen
In this paper: This article is a continuation of generalizations in field operator theory in mathematics, such as we introduce new classes of fuzzy soft operator, which namely fuzzy soft (kˆ *– Â)-quasinormal operat...
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