PhD IN MATHEMATICS

University of Lahore

Program Duration

    3.5 years

Degree Requirements

  1. MS/M.Phil ( 18 Years of Education ) in the relevant field ( With at least 6 Credit hours Thesis ) from HEC recognised University.
  2. With minimum CGPA 3.00 ( out of 4.00) in the semester System.
  3. or First Division in the Annual System.
  4. Interview is mandatory. 
  5. GAT ( Subjective ) with minimum 60% marks.
  6. or GRE subject test with minimum 60 Percentile Score.

Campus

Raiwind Road, Campus, Lahore

Why this

Degree

PhD degree will give the opportunity to our graduates to penetrate in the different fields of life specially teaching sector. With this degree our graduates are able to work with different institutions. This will also help our country to educate the people.

Courses Offered


Core Courses


Sr# Course Code Course Title Cr.Hrs Pre-requisite Course- 1 Pre-requisite Course- 2
1 MAT12112 Group Theory
3    
2 MAT12113 Functional Analysis
3    
3 MAT12109 Riemannian Geometry
3    
4 MAT12110 Mathematical Techniques
3    
5
ODEs and Computational Linear Algebra
3    
6
MAT10102 Integral Equations
3    
7  MAT10101 Partial Differential Equations  3    
8  MAT10103 Advanced Mathematical Physics  3    
 9  MAT12111  Advanced Numerical Analysis    
 10  MAT12114  Mathematical Modelling - I  3    

 

Elective Subjects

SrNo. Course Code Course Title Cr.Hrs Pre-requisite Course- 1 Pre-requisite Course- 2
1 MAT10113 Fluid Dynamics
3

2 MAT10109 Electrodynamics-I
3

3 MAT10110 Electrodynamics-II
3

4 MAT10104 General Relativity-I
3

5 MAT10105 General Relativity-II
3

6
MAT10111 Magneto hydrodynamics-I
3

7
MAT10112 Magneto hydrodynamics-II
3

 8  MAT10107 Relativistic Astrophysics   3    
9  MAT10108 Classical Fields Theory  3    
10   MAT10117 Quantum Fields Theory  3    
11  MAT10106 Cosmology  3    
12  MAT10115 Plasma Dynamics  3    
13  MAT10116 Advanced Course in Plasma Physics  3    
14  MAT10118 Optimisation - I  3    
15  MAT10119  Optimisation - II  3    
16  MAT10120 Optimal Control Problem For PDEs  3    
17  MAT10121 Integral Transforms  3    
18 MAT10114 Elastodynamics   3    


Computational Mathematics


Sr# Course Code Course Title Cr.Hrs Pre-requisite Course- 1 Pre-requisite Course- 2
1 MAT11101 Theory of Spline Functions I
3

2 MAT11102 Theory of Spline Functions II
3

3 MAT11106 Approximation Theory
3

4 MAT11105 Numerical Solution of PDEs
3

5 MAT11103 Theory of Spline Functions III
3

6
MAT11109 Mathematical Modeling-II
3

7
MAT11111 Computer Graphics
3

 8  MAT11107 Graph Theory  3    
9  MAT11108 Design Theory  3    
10  MAT11104 Sub divisions Schemes   3    
 11  MAT11110 Minimal Surfaces  3    
12  MAT11112 Multi grid Methods for PDEs Optimisation  3    


Pure Mathematics


SrNo. Course Code Course Title Cr.Hrs Pre-requisite Course- 1 Pre-requisite Course- 2
1 MAT12115 Rings and Modules
3

2 MAT12118 Field Extensions & Galois Theory
3

3 MAT12120 General Topology
3

4 MAT12125 Representation Theory
3

5 MAT12127 BCI Algebra
3

6 MAT12128 Advanced Theory of Rings and Modules
3

7 MAT12134 Advanced Measure Theory
3

 8  MAT12126 BCK Algebra
 3    
 MAT12124 Lattice Theory  3    
10  MAT12122 Topological Groups  3    
11  MAT12132 Branch Algebras - I  3    
12  MAT12133 Branch Algebras - II  3    
13  MAT12116 Operator Theory    
14  MAT12117  Lie Algebras and Lie Groups  3    
15  MAT12119 Linear Groups And Group Representations  3    
16  MAT12121 Homotopy Theory  3    
17  MAT12123 Homological Theory  3    
18  MAT12129 Spectral Theory in Hilbert Spaces - I  3    
19  MAT12130  Spectral Theory in Hilbert Spaces - II    
20  MAT12131 Harmonic Analysis  3    
21  MAT12136 Advanced Number Theory  3    
22  MAT12135 Combinatorics   3    
 23  MAT12137 Monomial Algebra  3    

BCI Algebra
BCI Algebra
BCI Algebra
Offered at Campuses
UOL Main Campus
Fact File

3.5 Years

Programme Recognition