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Dr. Ayman Alhalkeh

Dr. Ayman Alhalkeh

 

An academic specializing in mathematics, algebra, and mathematical geometry, with extensive experience in university teaching and scientific research. He earned a Bachelor's degree in Mathematics from the University of Damascus, followed by a Master's degree in Mathematics, where his thesis focused on a study of group networks and symmetries between them. He continued his postgraduate studies and obtained a Ph.D. in Mathematics from the University of Damascus, with a dissertation titled "A Study on Symmetries of Group Networks."

He has held several academic positions, including serving as a faculty member at the Arab International University since 2023 and as a faculty member at Qasyoun Private University for several years. Additionally, he worked as a lecturer at Al-Jazeera Private University and as an adjunct lecturer at the University of Damascus. He also supervised the applied aspects of the Mathematics Department at the University of Damascus and worked as a teacher at Excellence Private Schools.

He has taught a wide range of courses in mathematics and applied sciences, including: Mathematical Analysis, Linear Algebra, Numerical Analysis, Discrete Mathematics, Statistics and Probability, as well as advanced courses such as Topology and Number Theory. He also supervised the teaching of applied courses in programming languages such as Pascal, C++, and Java, and computational software like Mathematica and Microsoft Office.

He has a distinguished record of research and scientific publications in the field of algebra and symmetries of group networks, with several articles published in prestigious scientific journals such as the University of Damascus Journal and Al-Baath University Journal. His research has focused on group networks, fuzzy groups, and network symmetries.

He is known for his high teaching skills, effective communication with students, and keeping up with the latest developments in mathematics, particularly in algebraic research. He also has experience in curriculum development and teaching methodologies and is dedicated to supporting students in achieving their highest academic accomplishments.

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