Department of Mathematical Sciences
Where excellence begins and the future is made
The academic program of the master's degree in the Department of Mathematical Sciences
Vision, mission and objectives of the master's program computer science
The master's program in Mathematical Sciences seeks to achieve academic excellence and scientific leadership in the field of graduate studies, through the preparation of specialized researchers with high scientific competence, able to contribute to the production of mathematical knowledge and the development of relevant scientific applications, thus enhancing the position of the Department scientifically and academically.
The mission of the master's program in Mathematical Sciences is to provide a sound academic and research environment that qualifies graduate students scientifically and systematically, develops their abilities in research, analysis and Conclusion, and prepares them to engage in the academic and research path, in line with the requirements of academic quality and the needs of society and educational and scientific institutions.
The master's program in Mathematical Sciences aims to:
- Preparing graduate students who possess advanced and in-depth knowledge in the branches of Mathematical Sciences.
- Developing the research and scientific capabilities of students in the fields of analysis, proof and mathematical modeling.
- Qualifying graduates who are able to contribute to university teaching, scientific research, and institutions of an analytical and statistical nature.
- Support scientific interaction between mathematics and other related disciplines.
- Encouraging sober scientific publishing and participation in scientific conferences and seminars.
- Providing society and educational and research institutions with specialized scientific competencies in Mathematical Sciences.
Program Learning Outcome
A graduate of the master's program in Mathematical Sciences is expected to be able to:
- 1- The use of advanced mathematical knowledge in research, analysis and problem solving.
- 2- Conducting solid scientific research in specialized topics within the Mathematical Sciences.
- 3- The use of modern scientific methodologies in proof, modeling and quantitative analysis.
- 4- Contribute to university teaching, academic and research activities.
- 5- Enroll in educational, research and professional institutions that require advanced scientific qualification in mathematics.
General institutional description
The master's program in Mathematical Sciences is an advanced academic track that prepares researchers and specialists with high scientific competencies, and qualifies them to actively contribute to the development of mathematical knowledge, enhance the quality of higher education, and serve society in related scientific and applied fields.
Admission requirements to the master of Science in mathematics program
First: scientific background
An applicant for a master's degree in the Department of Mathematical Sciences is required to have a bachelor's degree in Mathematical Sciences or in a related specialty from government universities or officially recognized private universities and colleges, in accordance with the regulations and instructions in force.
Direct admission without a set-off
procedure is usually for graduates of the following specialties:
- Faculty of Science / Department of mathematics.
- Faculty of Computer Science and Mathematics / Department of Mathematical Sciences.
- Corresponding faculties or departments that grant a bachelor's degree in Mathematical Sciences.
Admission with the scientific
clearing procedure may be applied to graduates of some nearby or supporting specialties, as decided by the scientific committee in the department and in accordance with the approved controls, in order to ensure that the student has sufficient scientific background to enroll in the program.
Second: admission requirements
To qualify for admission to the master of Science in mathematics program, the applicant must fulfill the following:
- 1- Academic qualification: must have a bachelor's degree in Mathematical Sciences or a related related specialty from a recognized University, and at a rate consistent with the minimum approved in the admission instructions in force.
- 2- Competitive examination: successfully pass the Competitive Examination conducted by the Department. Personal interview: passing the interview conducted by the scientific committee or the interview committee to assess the scientific and personal suitability for the study.
- 4- Proficiency in English and computer language: providing proof of the required proficiency according to the approved controls, whether through recognized courses or passing the relevant unified national tests.
- 5- No objection from the department to employees: the employee must submit a no objection letter from his official department, which includes approval of the application and granting him Study Leave In case of acceptance.
- 6- Age requirement: the age requirement shall be taken into account in accordance with the instructions for applying and admission to graduate studies in force, taking into account the exceptions approved by law when available.
- 7- Required documents: provide all the required documents and identification documents, such as the National card, graduation document, personal photos, medical examination, official endorsements, guarantor sponsorship, and any other requirements determined by the competent authorities.
Requirements for studying and graduating from the master's program
First: completion of courses
After admission to the program, the student must meet the academic requirements prescribed within the study plan of the program, including the following:
- Total academic units: the student is committed to completing the approved academic units within the approved study plan of the program.
- Courses: the courses include advanced specialized subjects in the branches of mathematical sciences, such as mathematical analysis, algebra, Applied Mathematics, Mathematical Statistics, numerical analysis, scientific research methodology, English, as well as other courses determined by the department and the faculty within the study plan.
- Success in the preparatory stage: the student must pass the courses of the preparatory stage with a cumulative average not less than the minimum approved in the controls in force.
- Administrative undertakings and procedures: complete all required administrative undertakings and procedures during the study period.
Additional requirements for graduation
To obtain a master's degree in Mathematical Sciences, in addition to completing the study and research requirements, the following must be met:
- Published research or accepted for publication: submission of at least one scientific research based on the thesis, published or accepted for publication in a peer-reviewed scientific journal, according to the regulations in force.
- Discharge clearance: obtaining a discharge clearance from all relevant departments and units at the University.
- Settlement of financial dues: payment of all fees and financial dues in accordance with the approved instructions.
- Completion of administrative requirements: completion of all required formalities before granting the certificate.
Second: preparation and discussion of the master's thesis
After successfully completing the academic stage, the student moves to the research stage, which includes the preparation of an original master's thesis on a scientific topic that falls within the competence of Mathematical Sciences, and contributes to the development of knowledge in the field. This stage includes the following:
- Thesis preparation: preparation of an original scientific thesis under the supervision of an accredited academic, in a specialized subject that is consistent with the scientific orientations of the
- Department. Duration of the study:
* The minimum period for completing the master's program is eighteen months.
* The maximum period for completing the program is thirty-six months, unless there is a legal situation that requires otherwise according to the instructions in force.
- Success in the research phase: the student must complete the thesis within the specified legal period, and at an acceptable scientific level.
- Supervisor's request: the supervisor submits an application supporting the student's completion of his thesis and its validity for delivery and discussion.
- Submission of copies of the thesis: the student submits the required paper and electronic copies of the thesis before the discussion in accordance with the approved instructions.
- Electronic and paper receipt: the letter is subject to the scientific examination of electronic receipt, provided that it is within the allowed proportions, with the completion of the paper examination procedures according to the approved controls.
- Linguistic and scientific evaluation: the thesis is evaluated linguistically by a specialist, and it is also presented to two specialized scientific evaluators before the discussion.
- Formation of the discussion Committee: a discussion Committee is formed according to the approved academic and administrative contexts, and according to the instructions in force.
- Approval and scheduling of the discussion: the date of the discussion will be determined after the completion of the original approvals from the competent authorities.
- Passing the discussion: it is required to pass the discussion of the message successfully, and at the approved rate according to the controls in force.
- Final amendments and delivery: the student is obliged to make the amendments required by the discussion Committee, and then submit the final paper and electronic copies after the final approval.
