Courses for BS

Semester-1

Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

HUM-3101

Islamic Studies

2

0

2

ENG-3102

English-I

3

0

3

COM-3103

Introduction to Computers

2

1

3

PHY-3104

Physics-I

3

0

3

MAT-3105

Calculus-I

4

0

4

MAT-3106

Algebra-I

3

0

3

Total

18

Semester-2                                                                                                               


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

HUM-3201

Arabic 

2

0

2

ENG-3202

English-II

3

0

3

HUM-3203

Pakistan Studies

2

0

2

PHY-3204

Physics-II

3

0

3

MAT-3205

Calculus-II

3

0

3

MAT-3206

Algebra-II

3

0

3

Total

16

Semester-3


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

HUM-4301

Introduction to Sociology

3

0

3

ENG-4302

English-III: Communication Skills

3

0

3

MAT-4303

Programing Languages for Mathematicians

2

1

3

MAT-4304

Mathematical Statistics-I          

3

0

3

MAT-4305

Calculus-III

3

0

3

MAT-4306

Algebra-III

3

0

3

MAT-4307

Guest/Student Seminar-I

S/U

Total

18

Semester-4


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

PSY-4401

Introduction to Psychology

3

0

3

ENG-4402

English-IV: Technical Writing

3

0

3

MAT-4403

Vector & Tensor Analysis

3

0

3

MAT-4404

Mathematical Statistics-II          

3

0

3

MAT-4405

Classical Mechanics

3

0

3

MAT-4406

Number Theory

2

0

2

MAT-4407

Guest/Student Seminar-II

S/U

Total

17

Semester-5


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-5501

Real Analysis-I

2

0

2

MAT-5502

Differential Geometry-I

3

0

3

MAT-5503

Ordinary Differential Equations

3

0

3

MAT-5504

Topology-I

3

0

3

MAT-5505

Analytical Mechanics

3

0

3

MAT-5506

Abstract Algebra-I

3

0

3

MAT-5507

Guest/Student Seminar-III

S/U

Total

17

 

Semester-6


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-5601

Real Analysis-II

2

0

2

MAT-5602

Numerical Analysis

3

0

3

MAT-5603

Partial Differential Equations

3

0

3

MAT-5604

Topology-II

3

0

3

MAT-5605

Complex Analysis

3

0

3

MAT-5606

Abstract Algebra-II

3

0

3

MAT-5607

Guest/Student Seminar IV           

S/U

Total

17

Semester-7


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-6704

Functional Analysis-I

3

0

3

MAT-6707

Guest/Student Seminar-V

S/U

MAT-6713

Mathematical Physics

3

0

3

Three Optional Courses

MAT-6701

Measure Theory

3

0

3

MAT-6702

Differential Geometry-II

3

0

3

MAT-6703

Numerical Solution of ODEs

3

0

3

MAT-6705

Geometric Function Theory-I

3

0

3

MAT-6706

Algebraic Topology

3

0

3

MAT-6708

Fluid  Mechanics-I

3

0

3

MAT-6709

Convex Analysis-I

3

0

3

MAT-6710

Quantum Mechanics-I

3

0

3

MAT-6711

Variational Inequalities-I

3

0

3

MAT-6712

Operational Research

3

0

3

MAT-6714         

Complex Analysis of Several Variables

3

0

3

MAT-6715         

Analytical Dynamics

3

0

3

MAT-6716

Special Relativity

3

0

3

MAT-6717

General Tensor

3

0

3

MAT-6718

Approximation Theory

3

0

3

MAT-6719

Electromagnetic Theory-I

3

0

3

MAT-6720

Riemannian Geometry

3

0

3

Total

15

Semester-8


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-6807

Guest/Student Seminar-VI

S/U

MAT-6813

Integral Equations

3

0

3

Three Optional Courses or Two Optional +Project

MAT-6801

Finite Element Methods

3

0

3

MAT-6802

Modeling & Simulation

3

0

3

MAT-6803

Numerical Solutions of PDEs

3

0

3

MAT-6804

Functional Analysis-II

3

0

3

MAT-6805

Geometric Function Theory-II

3

0

3

MAT-6806

Commutative Rings & Fields

3

0

3

MAT-6808

Fluid Mechanics-II

3

0

3

MAT-6809

Convex Analysis-II

3

0

3

MAT-6810

Quantum Mechanics-II

3

0

3

MAT-6811

Variational Inequalities-I

3

0

3

MAT-6812

Optimization Theory

3

0

3

MAT-6814

Theory of Manifolds

3

0

3

MAT-6815

Theory of Elasticity

3

0

3

MAT-6816

General Relativity

3

0

3

MAT-6817

Graph Theory

3

0

3

MAT-6818

Decomposition of Modules

3

0

3

MAT-6819

Electromagnetic Theory-II

3

0

3

MAT-6820

Group Graph

3

0

3

MAT-6821

Introduction of  Combinatorics

3

0

3

MAT-6822

Comprehensive Oral Examination

S/U

MAT-6823

Project

3

0

3

Total

17

Note: Elective courses mentioned above without any pre-requisite can be taught in 7th or 8th semester.

Courses for M.Sc

Semester-1


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-5101

Real Analysis-I

2

0

2

MAT-5102

Differential Geometry-I

3

0

3

MAT-5103

Ordinary Differential Equations

3

0

3

MAT-5104

Topology-I

3

0

3

MAT-5105

Analytical Mechanics

3

0

3

MAT-5106

Abstract Algebra-I

3

0

3

MAT-5107

Guest/Student Seminar-I

S/U

Total

17

Semester-2


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-5201

Real Analysis-II

2

0

2

MAT-5202

Numerical Analysis

3

0

3

MAT-5203

Partial Differential Equations

3

0

3

MAT-5204

Topology-II

3

0

3

MAT-5205

Complex Analysis

3

0

3

MAT-5206

Abstract Algebra-II

3

0

3

MAT-5207

Guest/Student Seminar-II           

S/U

Total

17

Semester-3


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-6304

Functional Analysis-I

3

0

3

MAT-6307

Guest/Student Seminar-III

S/U

MAT-6313

Mathematical Physics

3

0

3

Three Optional Courses

MAT-6301

Measure Theory

3

0

3

MAT-6302

Differential Geometry-II

3

0

3

MAT-6303

Numerical Solution of ODEs

3

0

3

MAT-6305

Geometric Function Theory-I

3

0

3

MAT-6306

Algebraic Topology

3

0

3

MAT-6308

Fluid Mechanics-I

3

0

3

MAT-6309

Convex Analysis-I

3

0

3

MAT-6310

Quantum Mechanics-I

3

0

3

MAT-6311

Variational Inequalities-I

3

0

3

MAT-6312

Operational Research

3

0

3

MAT-6314          

Complex Analysis of Several Variables

3

0

3

MAT-6315         

Analytical Dynamics

3

0

3

MAT-6316

Special Relativity

3

0

3

MAT-6317

General Tensor

3

0

3

MAT-6318

Approximation Theory

3

0

3

MAT-6319

Electromagnetic Theory-I

3

0

3

MAT-6320

Riemannian Geometry

3

0

3

MAT-6321

Mathematical Statistics-II

3

0

3

MAT-6322

Programming Languages for Mathematicians

2

1

3

Total

15

Semester-4


Course Code

Course Title

Lec. Hrs.

Lab. Hrs.

Cr. Hrs.

MAT-6407

Guest/Student Seminar-IV

S/U

MAT-6413

Integral Equations

3

0

3

Three Optional Courses or Two Optional +Project

MAT-6401

Finite Element Methods

3

0

3

MAT-6402

Modeling & Simulation

3

0

3

MAT-6403

Numerical Solutions of PDEs

3

0

3

MAT-6404

Functional Analysis-II

3

0

3

MAT-6405

Geometric Function Theory-II

3

0

3

MAT-6406

Commutative Rings & Fields

3

0

3

MAT-6408

Fluid Mechanics-II

3

0

3

MAT-6409

Convex Analysis-II

3

0

3

MAT-6410

Quantum Mechanics-II

3

0

3

MAT-6411

Variational Inequalities-I

3

0

3

MAT-6412

Optimization Theory

3

0

3

MAT-6414

Theory of Manifolds

3

0

3

MAT-6415

Theory of Elasticity

3

0

3

MAT-6416

General Relativity

3

0

3

MAT-6417

Graph Theory

3

0

3

MAT-6418

Decomposition of Modules

3

0

3

MAT-6419

Electromagnetic Theory-II

3

0

3

MAT-6420

Group Graph

3

0

3

MAT-6421

Introduction of  Combinatorics

3

0

3

MAT-6422

Comprehensive Oral Examination

S/U

MAT-6423

Project/Thesis

3

0

3

MAT-6424

Mathematical Statistics-II

3

0

3

Total

12

Note: Elective course mentioned above without any pre-requisite can be taught in 3rd or 4th semester.

Courses for M.Phil

 


Courses

Course Title

Cr. Hrs.

MAT-7101

Advanced Functional Analysis-I

03

MAT-7102

Advanced Measure Theory-I

03

MAT-7103

Advanced Topology-I

03

MAT-7104

Lie Algebra

03

MAT-7105

Topological Groups

03

MAT-7106

Topological Vector Spaces

03

MAT-7107

Theory of Group Graphs

03

MAT-7108

Theory of Group Actions

03

MAT-7109

Theory of Complex Manifolds

03

MAT-7110

Approximation Theory

03

MAT-7111

Complex Analysis of Several Variables

03

MAT-7112

Advanced Partial Differential Equations

03

MAT-7113

Magneto hydrodynamics-I

03

MAT-7114

Electrodynamics-I

03

MAT-7115

Advanced Analytical Dynamics-I

03

MAT-7116

General Relativity 

03

MAT-7117

Astrophysics

03

MAT-7118

The Classical Theory of Fields

03

MAT-7119

Mathematical Techniques for Boundary Value Problems

03

MAT-7120

Basics of the Theory of Fluids

03

MAT-7121

Sampling Techniques-I

03

MAT-7122

Multivariate Analysis- I

03

MAT-7123

Finite Mixture Distributions-I

03

MAT-7124

Geometric Function Theory-1

03

MAT-7125

Advanced Convex Analysis

03

MAT-7126

Advanced Optimization Theory

03

MAT-7127

Advanced Real Analysis-I

03

MAT-7128

Variational Inequalities-I

03

MAT-7201

Advanced Functional Analysis-II

03

MAT-7202

Advanced Measure Theory-II

03

MAT-7203

Advanced Topology-II

03

MAT-7204

Banach Algebras (Pre-requisite MAT-7201)

03

MAT-7205

Loop Groups (Pre-requisite MAT-7104)

03

MAT-7206

C* -Algebras(Pre-requisite MAT-7201)

03

MAT-7207

Topological Algebras (Pre-requisite MAT-7201)

03

MAT-7208

Advanced Integral Equations

03

MAT-7209

Magneto hydrodynamics-II

03

MAT-7210

Electrodynamics-II

03

MAT-7211

Advanced Analytical Dynamics-II

03

MAT-7212

Cosmology (Pre-requisite MAT-7116)

03

MAT-7213

Non-Newtonian Fluid Mechanics(Pre-requisite MAT-7120) 

03

MAT-7214

Numerical Solutions of Partial Differential Equations

03

MAT-7215

Group Methods for Differential  Equations

03

MAT-7216

Sampling Techniques-II

03

MAT-7217

Multivariate Analysis- II

03

MAT-7218

Finite Mixture Distributions-II

03

MAT-7219

Variational Methods in Theoretical Physics and Chemistry

03

MAT-7220

V-Invex Functions and Vector Optimization

03

MAT-7221

Convex Analysis and Variational

03

MAT-7222

An Introduction to Stochastic Differential Equations

03

MAT-7223

Subordination in Geometric Function Theory

03

MAT-7224

Geometric Function Theory-II

03

MAT-7225

Generalized Convexity and Monotonicity

03

MAT-7226

Complementarity Problems and Variational

03

MAT-7227

Theory Advanced Real Analysis-II

03

MAT-7228

Variational Inequalities-II

03

MAT-7229

Convolution in Geometric Function Theory

03

MAT-8401

Thesis

03

MAT-8402

Student’s Seminar

01

Note: Courses mentioned above without any pre-requisite can be taught in any semester as par requirement and feasibility.