TabsOverviewThis program was established in 1403/1404 AH and expanded in 1436 AH to include the following specializations: Pure Mathematics, Applied Mathematics, and Statistics. The program enables students to broaden their general knowledge in mathematics while offering them the opportunity to deepen their understanding of their chosen specialization and introduces them to scientific research methodologies. It also provides exceptional students with the chance to pursue doctoral studies and engage in current mathematical research. Additionally, the program aims to meet societal demands by preparing specialists in this field. CollegeCollege of ScienceCampusRayyan - DammamTrackScienceLevelPostgraduateDegreeMScGenderFemale, MaleYears of study2 (2 years divided into 4 semesters)Credit hours33Additional requirementsDefence for the thesisMission Provide students with high quality education and scientific research skills in pure and applied mathematics and statistics, within a supportive environment that stimulate research excellence to support national developmental plans and serve the community Goals Offering students opportunity to gain in depth knowledge in mathematics that will enable them to expand their experiences and enhance their continuous development. Provide students with skills needed to become lifelong learners and researchers. Provide a stimulating environment for teaching, learning conducting scientific research and innovation that serve the community. Promote professional development for teaching and administrative staff. The Master’s program in Mathematics includes three specializations: Pure Mathematics Applied Mathematics Statistics AdmissionThe Master of Science in Mathematics is available to students who meet the admission requirements of the institution: A bachelor’s degree of science in Mathematics is required, with an accumulative GPA not less than 3.75 out of 5 or equivalent. Students who are holding Bachelor of Education in Mathematics can also apply providing that they complete the complementary courses required by the department. Students who want to join the Statistic program must have a bachelor’s degree in mathematics with a specialization in Statistics or a bachelor’s in Statistics. Pass the qualification exam approved by the department committee. Must score 5 in ILETS or in another equivalent English language proficiency tests approved by the graduate deanship. Pass the university capabilities exam with a minimum of 75. Pass the personal interview conducted by the council of department. Year descriptionThe student completes 33 units in the program, distributed as follows: 20 units for compulsory courses, including 11 units of general compulsory courses and 9 units of specialized compulsory courses; 6 units for elective courses; in addition to a research seminar assigned one unit, and the preparation of a scientific thesis, for which 6 units are allocated. Study planThe Master of Science in Mathematics comprises three specialized tracks which are Pure Mathematics, Applied Mathematics, Statistics. The number of units (33) units. The study includes the following: - 5 Compulsory Courses that include 4 General Compulsory Courses (total 11 units) in addition to the Research Seminar allocated one unit. - 3 Specialized Compulsory Courses satisfying 3 units for each course (total 9 units). - 2 Elective Courses chosen from one of the lists A or B or C satisfying 3 units for each course (total 6 units). - Prepare a scientific thesis allocated 6 units. First year Semester one Course ID Course title Credit hours Contact hours Pre-requisite track Pure Mathematics Math523 Applied analysis1 3 - - Math 524 Advanced Partial Differential Equations 3 - - Math 526 Mathematical Software 2 - - Math525 Numerical Linear Algebra 3 - - track Applied Mathematics Math523 Applied analysis1 3 - - Math 524 Advanced Partial Differential Equations 3 - - Math 526 Mathematical Software 2 - - Math525 Numerical Linear Algebra 3 - - track Statistics Math523 Applied analysis1 3 - - Math 524 Advanced Partial Differential Equations 3 - - Math525 Numerical Linear Algebra 3 - - Math 620 Advanced Probability Theory 3 - - Semester two Course ID Course title Credit hours Contact hours Pre-requisite track Pure Mathematics Math592 General Topology 3 - Applied analysis1 Math605 Advanced Algebra 1 3 - - Math531 Complex variables 3 - - list A Elective course 3 - - track Applied Mathematics Math535 Mathematical modeling 3 - Advanced Partial differential equations Math554 Integral equations and transforms 3 - - Math537 Numerical methods for partial differential equations 3 - Advanced Partial differential equations list B Elective course 3 - - track Statistics Math526 Software Mathematical Package 2 - Advanced Partial differential equations Math622 Statistical Inference 3 - Advanced Probability Theory list C Elective course 3 - - Math522 Research seminar 1 - - Second year Semester one Course ID Course title Credit hours Contact hours Pre-requisite track Pure Mathematics list A Elective course 3 - - Math522 Research seminar 1 - - Math520 Thesis 6 - - track Applied Mathematics list B Elective course 3 - - Math522 Research seminar 1 - - Math520 Thesis 6 - - track Statistics MATH 626 Regression Analysis 3 - - list C Elective course 3 - - Math520 Thesis 6 - - Semester two Course ID Course title Credit hours Contact hours Pre-requisite track Pure Mathematics Math520 Thesis 6 - - track Applied Mathematics Math520 Thesis 6 - - track Statistics Math520 Thesis 6 - - Electives Course ID Course title Credit hours Contact hours Pre-requisite Elective Course List (A) Math530 Applied Analysis 2 3 - Math523 Math 585 Advanced Complex Analysis 3 - - Math532 Advanced Ordinary Differential Equations 1 3 - - Math536 Advanced Numerical Analysis 3 - - Math 537 Numerical Methods for Partial Differential Equations 3 - Math 524 Math533 Discrete Mathematics 1 3 - - Math534 Discrete Mathematics 2 3 - Math533 Math555 Special Functions 3 - - Math580 Advanced Functional Analysis 3 - Math523 Math 581 Hilbert Spaces 3 - - Math 582 Operator Theory 3 - - Math583 Harmonic Analysis 3 - Math 523 Math 590 Topology and Geometry 1 3 - - Math 591 Topology and Geometry 2 3 - - Math 593 Algebraic Topology 1 3 - - Math 595 Differential Geometry 1 3 - - Math 596 Differential Geometry 2 3 - - Math 607 Graph Theory 1 3 - - Math 608 Graph Theory 2 3 - - Math 606 Advanced Algebra 2 3 - - Math 597 Geometric Function Theory 3 - - Math 609 Combinatiorics 3 - - Math 610 Applied Combinatiorics 3 - - Elective Course List B Math530 Applied Analysis 2 3 - Math523 Math 531 Complex variables 3 - - Math 532 Advanced Ordinary Differential Equations 3 - - Math 533 Discrete Mathematics 1 3 - - Math 534 Discrete Mathematics 2 3 - - Math 536 Advanced Numerical Analysis 3 - - Math538 Numerical Methods for Ordinary Differential Equations 3 - Math532 Math539 Computational Mathematics 1 3 - Math536 Math540 Computational Mathematics 2 3 - Math525 Math541 Fourier Analysis and Applications 3 - - Math551 Inverse and Ill Posed Problems 3 - Math524, Math525, Math537 Math552 Linear Optimization 3 - Math525, Math523 Math553 Nonlinear Optimization 3 - Math525, Math523 Math550 Finite Element Method 3 - Math524 Math555 Special Functions 3 - - Math583 Harmonic Analysis 3 - Math 523 Math556 Wavelets and Fractals 3 - Math 541 Math565 Dynamical Systems 3 - Math 536, Math554 Math566 Mathematical Theory of Elastodynamics 3 - Math 536, Math554 Math567 Fluid Mechanics 3 - Math 524 MATH 569 Quantum Mechanics 3 - - MATH 570 Mathematical Theory of Heat Conduction 3 - - MATH 580 Advanced Functional Analysis 3 - - Elective Course List (C) math623 Stochastic processes 3 - math620 math624 Multivariate Statistical Analysis 3 - math622 math625 Sampling Theory 3 - math622 math627 Nonparametric Methods 3 - math622 math628 Time Series Analysis 3 - math620 math629 Experimental Design 3 - math620 math630 Stochastic Calculus 3 - math620