Master of science in Pure Mathematics

Program Mission
Providing high quality education and scientific research in the fields of pure mathematics in order to prepare highly-qualified calibers who are able to fulfil community needs and sustainable development requirements.

Program Mission
Introducing distinguished graduate studies to prepare highly qualified graduates in mathematics, which contributes to the development of science, research and technology, to reach economic and social sustainable development.

Program Objectives

At the end of the plan study of master in pure mathematics student will be able to:
  • Increase student's self-confidence in conducting research independently or within a team.
  • Enhance students’ abilities in using technology efficiently for conducting research and in their professional practices through seminars or conferences.
  • Introduce the fundamentals of mathematics theories to the students and strengthen the student’s logical and analytical ability to deal with the generality and abstraction of mathematical principles.
  • Develop independent learning skills and transferable skills among the students.

Program Goals

  • Provide students with advanced mathematical knowledge and skills that prepare them to pursue further studies.
  • Develop the student's ability to understand, formulate, and deduce mathematical proofs and written it properly.
  • Provide students the basics of teamwork, self-development, work ethic, and personal and social responsibility.
  • Providing students with research capabilities for effective participation in specialized scientific projects and workshops.

Graduate Attributes

Holders of a master degree in pure mathematics should demonstrate the following:
  • Thorough understanding of theory, research and recent developments at the forefront of pure mathematics and of the implications of those developments.
  •  Familiarity with and ability to use advanced techniques of research and inquiry in pure mathematics and to use those techniques in carrying out a significant research or professional project.
  • Ability to synthesize and apply the results of research and new developments in pure mathematics, in analyzing, developing and testing hypotheses, and proposing solutions to theoretical and practical problems.
  •  Ability to communicate the results of advanced study and research through refereed publications to academic, professional and community audiences.
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