MS Mathematics

MS Mathematics is a 3 – 4 years 33 credit hours degree. Students will be required to carry out 24 credit hours of course work and 9 credit hour thesis work.
Eligibility: As per Advertisement
Medium of Study: English
Program For: Male

Scheme of Studies for MS Mathematics Programs From Fall 2016

1st Semester
4 Courses                                           12 credit hours

2nd Semester
   4  courses                            12 credit hours

3rd Semester
MATH 691      MS Dissertation-I      3 credit hours
           

4th Semester
MATH 691      MS Dissertation-II     3 credit hours
           

Eligibility:

M.Sc./BS-(4years) (Mathematics or Physics) with minimum CGPA 2.50/4.00 or 60% marks in annual system and appropriate NTS/GAT (General) with minimum 50% score.

List of Core Courses for MS Mathematics

Sr. No.

Course Code

Course Title

  1.  

MATH 521

Advanced Linear Algebra

  1.  

MATH 522

Theory of Abstract Algebra

  1.  

MATH 541

Advanced Partial Differential Equations

  1.  

MATH 542

Advanced Mathematical Methods

  1.  

MATH 543

Advanced Integral Equations

  1.  

MATH 551

Topological Vector Spaces

  1.  

MATH 561

Advanced Mathematical Analysis

  1.  

MATH 571

Numerical Solutions of Ordinary Differential Equations

 

Note: Out of eight courses student will have to study at least four courses from the list of core courses.

List of Elective Courses for MS Mathematics From Fall 2016

Sr. No.

Course Code

Course Title

  1.  

MATH 523

Semigroup Theory

  1.  

MATH 524

Theory of Group Actions

  1.  

MATH 525

Loop Groups

  1.  

MATH 526

Nilpotent and Soluble Groups

  1.  

MATH 527

Commutative Algebra

  1.  

MATH 528

Lie Algebras

  1.  

MATH 529

The Classical Theory of Fields

  1.  

MATH 531

Newtonian Fluids Mechanics

  1.  

MATH 532

Solid Mechanics

  1.  

MATH 544

Perturbation Methods

  1.  

MATH 545

Variational Inequalities

  1.  

MATH 552

Theory of Complex Manifolds

  1.  

MATH 562

Theory of Several Complex Variables

  1.  

MATH 563

Banach Algebras

  1.  

MATH 564

C *-Algebras

  1.  

MATH 565

Von Neumann Algebras

  1.  

MATH 566

Spectral Theory in Hilbert Spaces

  1.  

MATH 572

Numerical Solutions of Partial Differential Equations

  1.  

MATH 573

Mathematical Modeling and Simulation

  1.  

MATH 574

Numerical Optimization

  1.  

MATH 581

Elastodynamics

  1.  

MATH 582 MATH 5

Heat and Mass Transfer

  1.  

MATH 583

General Relativity

  1.  

MATH 584

Electrodynamics

  1.  

MATH 585

Plasma Theory

  1.  

MATH 586

Cosmology

  1.  

MATH 691

MS Dissertation (06 credit hours)

  1.  

MATH 721

Near Rings

  1.  

MATH 722

Advanced Ring Theory-I

  1.  

MATH 723

Commutative Semigroup Rings

  1.  

MATH 724

Theory of Semirings

  1.  

MATH 725

Fuzzy Algebra

  1.  

MATH 726

Non-Associative Algebra

  1.  

MATH 727

Rough Set Theory and its Applications

  1.  

MATH 728

Linear Representations of Finite groups

  1.  

MATH 731

Advanced Analytical Dynamics-I

  1.  

MATH 732

Non-Newtonian Fluids

  1.  

MATH 733

Momentum and Thermal Boundary Layer Theory

  1.  

MATH 734

Statistical Mechanics

  1.  

MATH 741 MATH 742

Group Theoretic Methods

  1.  

MATH 742

Nonlinear Differential Equations

  1.  

MATH 751

Topological Algebras

  1.  

MATH 752

Geometry of  Surfaces

  1.  

MATH 761

Fixed Point Theory

  1.  

MATH 762

Ordered Vector Spaces

  1.  

MATH 763

Banach Lattices

  1.  

MATH 764

Approximation Theory

  1.  

MATH 765

Applied Functional Analysis

  1.  

MATH 771

Advanced Numerical Analysis

  1.  

MATH 772

Advanced Optimization Theory

  1.  

MATH 773

Stochastic Processes

  1.  

MATH 774

Multivariate Methods and Analysis

  1.  

MATH 775

Finite Element Analysis

  1.  

MATH 781

Nonlinear Waves

  1.  

MATH 782

Magnetohydrodynamics

  1.  

MATH 783

Advanced Electrodynamics

  1.  

MATH 784

Advanced Plasma Theory

  1.  

MATH 785

Convective Heat Transfer: Viscous Fluids

  1.  

MATH 786

Astrophysics

  1.  

MATH 787

Advanced Elastodynamics

  1.  

MATH 788

Advanced Quantum Theory

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