A. A. Salama

Work place: Department of Mathematics and Computer Science, Faculty of Sciences, Port Said University, 23 December Street, Port Said 42522, Egypt

E-mail: drsalama44@gmail.com


Research Interests: Applied computer science, Theoretical Computer Science, Data Structures and Algorithms


Dr. A. A. Salama (Ahmed Salama) Doctor and Lecturer in Mathematics and Computer Sciences Department in Faculty of Science in Port Said University. Associate Professor of Pure Mathematics & Computer Science in Baha College of Sciences, Saudi Arabia. Obtained Doctoral
degree in 2001 in Pure Mathematics. 3. He published over 100 articles and notes in mathematics, computer science and Statistics.

Author Articles
Introduction to Neutrosophic Topological Spatial Region, Possible Application to GIS Topological Rules

By A. A. Salama Said Broumi S. A. Alblowi

DOI: https://doi.org/10.5815/ijieeb.2014.06.02, Pub. Date: 8 Dec. 2014

Neutrosophic set is a power general formal framework, which generalizes the concept of the classic set, fuzzy set, interval valued fuzzy set, intuitionistic fuzzy set, and interval intuitionistic fuzzy set from philosophical point of view. In Geographical Information Systems (GIS) there is a need to model spatial regions with indeterminate boundary and under indeterminacy. In this paper, we first gives fundamental concepts and properties of a neutrosophic spatial region.

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Neutrosophic Crisp Open Set and Neutrosophic Crisp Continuity via Neutrosophic Crisp Ideals

By A. A. Salama Said Broumi Florentin Smarandache

DOI: https://doi.org/10.5815/ijieeb.2014.03.01, Pub. Date: 8 Jun. 2014

The focus of this paper is to propose a new notion of neutrosophic crisp sets via neutrosophic crisp ideals and to study some basic operations and results in neutrosophic crisp topological spaces. Also, neutrosophic crisp L-openness and neutrosophic crisp L- continuity are considered as a generalizations for a crisp and fuzzy concepts. Relationships between the above new neutrosophic crisp notions and the other relevant classes are investigated. Finally, we define and study two different types of neutrosophic crisp functions.

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