Overview
Master of Science (MS) in Mathematics program aims to provide suitable career in many research organizations/laboratories, both government and private, maintain independent research staffs that include mathematicians. Their work often deals with the development of new technology, including research in basic physics and software development, as well as applied mathematics.
Numerical simulation, such as weather and climate forecasting, depends heavily on the use of supercomputers. At the MS level, graduate would be able to acquire skills for solving problems suggested either by mathematics or by real world questions. Foremost is the ability to break complex issues into smaller, more manageable problems, until a model is reached which can be thoroughly studied and understood.
Focus Area
- Fluid Mechanics
- Financial Mathematics
- Symmetries of Differential Equations
- Heat Transfer
- Relativity
- Group Theory and Generalizations
- Functional Analysis
- Complex Analysis
- Geometric Function Theory
- Fuzzy Algebra
- Ring Theory and Generalizations
- Genetics
- Fractional Differential Models
- Modeling of the Infectious Diseases
- Sensitivity Analysis
- Uncertainty Quantification
- Biomathematics (Cardiovascular System Modeling)
Application and admission
At CUI Abbottbad the admissions into graduate progams are offered on merit. The merit is determined on the basis of the academic record, GRE/NTS-GAT score and interview.
General Eligibility Criteria
Pre-requisite:
- BS (Four Year) in Mathematics or M.Sc (Two years) in Mathematics or its equivalent 16 years of education from an accredited educational institution, with minimum First division (Annual system) or CGPA 2.5/4.0 (Semester system) and no third division (annual system) or ‘D’ grade (semester system) throughout academic career.
- NTS GAT (General) with minimum score of 50.
Program Duration:
The duration of studies for MS degree shall normally be, not less than two years and not more than four years.
Course Work:
An MS Scholar will have to complete minimum of 30 credit hours by undertaking 24 credit hours course work from approved Scheme of Studies and 6 credit hours of MS Thesis.
Program Description
MTH601 |
Hilbert Space Methods |
MTH602 |
Optimization Theory |
MTH603 |
Perturbation Methods I |
MTH604 |
Fixed Point Theory and Applications |
MTH605 |
Numerical Solution of ODEs |
MTH606 |
Advanced Numerical Analysis |
MTH607 |
Numerical Linear Algebra |
MTH608 |
Approximation Theory and Applications |
MTH609 |
Advanced Partial Differential Equations |
MTH610 |
Variational Inequalities & Applications |
MTH611 |
Integral Inequalities |
MTH612 |
Numerical Solutions of PDEs-I |
MTH613 |
Applied Statistical Learning |
MTH614 |
Mathematical Finance |
MTH 615 |
Advanced Mathematical Statistics |
MTH 616 |
Time Series analysis and Forecasting |
MTH 617 |
Linear Statistics Models |
MTH 618 |
Advanced Topics in Graph Theory |
MTH 619 |
Commutative Algebra |
MTH 620 |
Advanced Topology-I |
MTH 621 |
Algebraic Topology |
MTH 622 |
Mathematical Analysis |
MTH 623 |
General Relativity |
MTH 624 |
Probability Models and Application |
MTH 625 |
Numerical Optimization |
MTH 626 |
Introductory Cryptography |
MTH 627 |
Complexity Theory |
MTH 628 |
Finite Fields |
MTH 629 |
Fuzzy Logic and Applications |
MTH 630 |
Fuzzy Probability and Statistics |
MTH631 |
Topology |
MTH632 |
Geometric Function Theory |
MTH633 |
Advanced Convex Analysis |
MTH634 |
Advanced Modern Algebra with Applications |
MTH635 |
Theory of Groups |
MTH636 |
Representation Theory of Finite Groups |
MTH637 |
Field Extensions and Galois Theory |
MTH638 |
Advanced Topology II |
MTH639 |
Stochastic Processes |
MTH640 |
Differential Subordinations and Applications |
MTH641 |
Convolutions in Geometric Function Theory |
MTH 642 |
Semigroup Theory |
MTH 643 |
Further Algebraic Geometry |
MTH 644 |
Lattice Boltzmann Transport Method |
MTH 646 |
Homological Algebra |
MTH 647 |
Relativistic Theory of Black Holes |
MTH 648 |
Classical Theory of Fields |
MTH 650 |
Theory of Abel Grassmann’s Groupoids |
MTH651 |
Symmetry Methods in Differential Equations |
MTH 652 |
General Linear Model |
MTH 653 |
Multivariate Analysis in Mathematics |
MTH 654 |
Continuum Mechanics |
MTH 655 |
Introduction to Algebraic Geometry |
MTH 658 |
Direct and Inverse Problems in Wave Propagation |
MTH 659 |
Commutative Algebra and Algebraic Geometry |
MTH 660 |
Rough Set Theory and its Applications |
MTH661 |
Viscous Fluids I |
MTH662 |
Viscous Fluids II |
MTH663 |
Perturbation Methods II |
MTH664 |
Numerical Solutions of PDEs II |
MTH665 |
Heat Transfer |
MTH666 |
Electrodynamics |
MTH667 |
Fluid and Thermodynamics |
MTH668 |
Magneto Hydrodynamics |
MTH669 |
Group Theoretic Methods |
MTH670 |
Advanced Analytical Dynamics |
MTH 671 |
Momentum and Thermal Boundary-Layer Theory |
MTH672 |
MHD and Porous Media |
MTH 673 |
Physical Turbulent Flows |
Career prospects
More than 90 % our graduates are either appointed as lecturers, or Assistant Professors in different HEC recognized and reputed universities of the country, serving in degree colleges or pursuing their PhD in Pakistan or Abroad.