Academic Programs

MS Mathematics

Program Structure

a) Duration: 2 Years

b) Semesters: 4

c) Description of Courses: (Core Courses & Elective Courses)

- Core Courses: 12 CH’s

- Elective Courses: 12 CH’s

d) Thesis Credit Hours: 6

e) Total Credit Hours: Minimum 30

MS Degree Awarding Criteria
Minimum 30 credit hours

Road Map of Program

CORE COURSES
MTH-631 Advanced Fluid Dynamics
MTH-605 Advanced Abstract Algebra
MTH-609 Advanced Numerical Analysis
MTH-611 Advanced Functional Analysis

Course Offering

Spring	Fall
MTH-609 Advanced Numerical Analysis	MTH-631 Advanced Fluid Dynamics
MTH-611 Advanced Functional Analysis	MTH-605 Advanced Abstract Algebra
Elective 1	Elective 1
Elective 2	Elective 2

Elective Courses

Course Code	Course Name
MTH601	Fuzzy Logics and its Applications
MTH603	Computational Algebra and its Applications
MTH604	Soft Sets and its Applications
MTH620	Advanced Real Analysis
MTH622	General Relativity-I
MTH625	Fractional Calculus and Heat and Mass Transfer
MTH727	Advanced Group Theory
MTH729	Analysis of Ordinary Differential Equations
MTH602	Riemannian Geometry and Gravitational Theory
MTH731	Advanced Number Theory
MTH733	Asymmetric Distance Spaces with Applications
MTH734	Algebraic Coding Theory
MTH735	Fractional Calculus in Applied Sciences
MTH743	Approximation Theory with Applications
MTH736	Optimization Theory with Applications
MTH637	Fuzzy Graphs with Applications
MTH638	Astrophysics and Cosmology
MTH644	BCK-Algebra and Applications
MTH639	Algebraic Graph Theory with Applications
MTH641	Neutrosophic Sets with Applications
MTH753	Applied Mathematics