Mathematics
The Department of Mathematics was started with the inception of the University in 2005. The Department offers two degree programs i.e. BS (Hons) 4year and 2years MSc programs. The Department has qualified and experienced faculty members. Mathematics has been declared as a compulsory subject for all BS (Hons) degree programs of Basic Sciences. Course for BS (Hons) and MSc Degree programs have been designed to produce better qualities and more competent manpower to meet the needs of the society in general and to provide expertise in mathematics to solve problems in other areas such as Biology, Physics, Chemistry, Economic and defense industries etc. It has further been designed to create interest in Mathematics and to produce scientific culture in the country.
Programs
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 BS (Hons)
4years (8 Semesters)  Entry Requirements: FA/F.Sc Atleast 2nd Devision Required
 First Semester

Introduction to Computer (Compulsory)  3 
Pakistan Studies (Compulsory)  2 
CalculusI  3 
Discrete Mathematics  3 
Ordinary Differential EquationI  3 
Total   14 
 Second Semester

CalculusII  3 
MechanicsI  3 
Communication Skills (Compulsory)  3 
Programming Languages  2+2 
Islamic Studies / Ethics (Compulsory)  2 
Total   15 
 Third Semester

Multivariable Calculus  3 
MechanicsII  3 
Vector Analysis  3 
Mathematical Statistics  3 
Data Structure and Algorithm  3 
PhysicsI (Compulsory)  3 
Total   18 
 Fourth Semester

Numerical AnalysisI  3 
Number Theory  3 
Complex AnalysisI  3 
Linear AlgebraI  3 
Metric Spaces  3 
Physics –II (Compulsory)  3 
Total   18 
 Fifth Semester

Linear AlgebraII  3 
Complex AnalysisII  3 
Differential GeometryI  3 
Ordinary Different EquationII  3 
Real Analysis I  3 
Numerical AnalysisII  3 
Total   18 
 Sixth Semester

Real AnalysisII  3 
Set Topology  3 
Partial Differential Equations  3 
Differential GeometryII  3 
Fluid MechanicsI  3 
Group Theory  3 
Total   18 
 Seventh Semester

Fluid MechanicsII  3 
Rings and Fields  3 
Functional Analysis  3 
Optional Course  3 
Optional Course  3 
Total   15 
 Eighth Semester

Integral Equations  3 
Theory of Modules  3 
Optional Course  3 
Optional Course  3 
Optional Course  3 
Thesis  6 
Total   15 
Note: Students who are opting thesis are not required to take two optional courses
 Optional Courses

Special Theory of Relativity 
Advanced Group Theory 
Optimization Theory 
Theory of Automata 
Quantum Mechanics 
Business Mathematics 
Software Tools 
Operation Research 
 MSc
2years (4 Semesters)  Entry Requirements: B.Sc (with Math as a subject) Atleast 2nd Devision Required
 First Semester

Communication Skills (Compulsory)  3 
Advance Calculus  3 
Linear Algebra  3 
Differential GeometryI  3 
Set Topology  3 
Ordinary Differential Equations  3 
Total   18 
 Second Semester

Real Analysis  3 
Group Theory  3 
Differential GeometryII  3 
Complex Analysis  3 
Classical Mechanics  3 
Introduction to Computer (Compulsory)  3 
Total   18 
 Third Semester

Numerical Analysis  3 
Functional Analysis  3 
Partial Differential Equations  3 
Rings and Fields  3 
Analytical Dynamics  3 
Total   15 
 Fourth Semester

Integral Equations  3 
Fluid Mechanics  3 
Theory of Modules (opt)  3 
Mathematical Statistics (opt)  3 
Special Theory of Relativity (opt)  3 
Thesis (opt)  6 
Total   15 
Note: Students who are opting thesis are not required to take two optional courses
 Optional Courses

Theory of Modules 
Mathematical Statistics 
Special Theory of Relativity Thesis 
Theory of Automata 
Quantum Mechanics 
Business Mathematics 
Software Tools 
Operation Research 
 MS
2years (4 Semesters)  Entry Requirements: BS(Hons)/ M.Sc Mathematics, Entry Test & GAT(General)
 First Semester

Integral Equations  3 
Functional Analysis  3 
Optional Course  3 
Optional Course  3 
Total   12 
 Second Semester

Optional Course  3 
Optional Course  3 
ODEs and Computational Linear Algebra  3 
Partial Differential Equation  3 
Total   12 
 Third & Fourth Semester

Research and Thesis  6 
Total   6 
 Optional Courses

Rings and Modules 
Operator Theory 
Topological Groups 
General Topology 
Homotopy Theory 
Advanced Group Theory 
Topological Vector Spaces 
Algebraic Number Theory 
Field Extensions and Galois Theory 
Advanced Measure Theory 
Spectral Theory in Hilbert SpacesI 
Spectral Theory in Hilbert SpacesII 
Fixed Point Theory and Applications 

General RelativityI 
General RelativityII 
Cosmology 
Classical Field Theory 
ElectrodynamicsI 
ElectrodynamicsII 
Plasma Physics 
Advanced course in Plasma Physics 
Quantum Field Theory 
Optimization Theory 
Perturbation Methods 
Integral Inequalities 
Advanced Fluid Mechanics 

Graph Theory 
Mathematical ModelingI 
Mathematical ModelingII 
Numerical Solutions of PDEs 
Design Theory 
Minimal Surfaces 
Advanced Numerical Analysis 
Computational Fluid Mechanics 