Faculty of Science

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About Faculty of Science

Faculty of Science

The Faculty of Science is the core at the University of Tripoli, as it was the first that established in this prestigious university. It is also the first faculty of science in Libya. At the present, it includes ten scientific departments: Departments of Zoology, Mathematics, Physics, Chemistry, Botany, Geology, Computer Science and Statistics, Atmospheric science and geophysics. It currently works to create a new department of Archaeology in order to study the scientific and research side of the historical heritage of the Libyan people. Graduates of this college have worked in various governmental sectors, such as oil exploration, extraction and refining, chemical industries complexes in Abu Kamash and Ras Al-Anuf, as well as plastics companies in production and manufacturing, and in factories for soap, cleaning materials and others. They were also recruited by the education sector in different research and pedagogical areas.

 

The graduates of this faculty have led the scientific process for many years and still represent the first building block in all colleges of science, and some other colleges in all Libyan universities for the past five decades. The scope of work for graduates included Faculties of Medicine (in the field of basic sciences, biochemistry, anatomy, histology and microbiology), many departments in the Faculty of Agriculture, general engineering, chemical and geological engineering; in particular, medical technology and pharmacy, and the Faculty of Economics and Arts. The Faculty of Science provides teaching assistants to other faculties and universities in the Libyan state.

 

The Faculty of Science is the first to create graduate studies programs in Libya, despite the nature of graduate studies in basic sciences, which need capabilities other than competent professors. Teaching staff in this institution graduated from international universities in the West and the East (USA, UK, Australia, and other European countries). They graduated from universities that are well-known for their high academic standard.

 

Having obtained their first university degree or higher degrees of specialization from Libya or abroad, graduates of Faculty of Science worked for industrial and nuclear research centers, petroleum sector, marine life, biotechnology, plastics, and other specialized research centers.

 

The Faculty has also enriched the scientific research movement in the fields of basic sciences in the Libyan state through the issuance of refereed basic science journal.

Facts about Faculty of Science

We are proud of what we offer to the world and the community

170

Publications

267

Academic Staff

1831

Students

686

Graduates

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Who works at the Faculty of Science

Faculty of Science has more than 267 academic staff members

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Dr. Mohamed Albahloul Mohamed Musrati

Publications

Some of publications in Faculty of Science

Linear Fractional Programming Problem Algorithms and Applications

هذا البحث يقدم دراسة حول مسألة البرمجة الخطية الكسرية التي تعتبر أحد أهم الركائز العلمية في مجال صنع القرار.تناولنا في دراستنا هذه الخصائص التي تتميز بها مسألة البرمجة الخطية الكسرية ودراسة تفصلية لبعض الخوارزميات المستخدمة لحلها، مع إعطاء مثالاً توضيحياً لكل خوارزمية، كما قمنا بدراسة وتحليل الطريقةdevelopment method The complement مدعمة بالنتائج التي حصلنا عليها ومن أبرزها عيوب هذه الطريقة، كما ناقشنا بعض الصور المختلفة للمسألة القرينة لهذه المسألة. Abstract This study offers a study about the problem of linear fractional programming (LFP) which is considered as one of the most important scientific supports in the field of decision-making. In this study, we handled the characteristics distinguishing the problem of the linear fractional programming and a detailed study of some algorithms used to solve it with giving an illustrative example for each algorithm, and we performed a study and analysis of The complement development method which supported by the results obtained from the examples that tell the defects of this method. We also discussed some of the various forms of the dual problem of LFP.
مبروكة مسعود الفقي (2011)
Publisher's website

Some Applications of Equivalence Relations

Abstrac The equivalence relation has many important uses in the development of Mathematics. Including what is known and some are used in research and new Studie The aim of this study is to highlight some of the applications of equivalence relations in important fields such as the development of a semi-metric space (seminorm) to a metric space (normed space) as well as some of the uses of equivalence relations in measure theory, particularly in the definition of important spaces such as. In addition, there are important applications in algebra particularly in group theory and matrices. As well as in information and rough sets. Equivalence relations may identify somewhat singular points and their Equivalence class as a single point in the quotient space. The importance of equivalence relations is unlimited. For instance, whenever an incomplete metric or normed space is constructed in applied or the theoretical science, the equivalence relations shows that there is a complete space which is the closure of the incomplete space. Precise statement and illustrations are included.
امل عبد الله طربان (2015)
Publisher's website

On the System of Nonlocal and Nonlinear Elliptic Boundary Value Problems

في هذا العمل قمنا بدراسة نظريات الوجود والوحدانية على المعادلات التفاضلية الجزئية مع الشرط الحدي اللامحلي من النوع الناقصية وأنظمتها من الرتبة الثانية في المجال الثالث. حيث قدم هذا العمل في أربعة فصول في الفصل الأول والثاني قمنا بتجميع التعريفات والنظريات الهامة التي استخدمناها في الفصل الثالث والرابع اللذين احتويا على النتائج الرئيسية لهذا العمل. حيث أننا في الفصل الثالث قمنا بدراسة مسألة القيمة الحدية اللامحلية لمعادلة تفاضلية جزئية ناقصية.وفي الفصل الرابع حاولنا تعميم المسألة السابقة إلى منظومة من المعادلات الناقصية مع الشروط الحدية اللامحلية من النوع الثالث. Abstract In this work, we have studied the theories of existence and solitariness on the subtracted partial differential equations and their second degree systems in the field of with the third type nonlocal minimum condition. This work introduced in four chapters. In the first and second chapters, we have gathered vital definitions and theories which we have used in the third and forth chapters which contained the main results of this work.In the third chapter, we have analyzed the nonlocal minimum value question of a subtracted partial differential equation.In the forth chapter, we have tried to generalize the previous question to a system of subtracted equation with the third degree type non-local minimum conditions.
أمنة محمد قريش (2010)
Publisher's website

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