Our vision is to be among the leading Mathematics departments of the country, which provides quality education in Mathematics and is the centre of active and innovative research. The department aspires to promote understanding of Mathematics through teaching and research and inculcate in students the attributes of logical and critical thinking.
The Department of Mathematical Sciences was established in 2003. The department provides instructional support to all the faculties of the University in the teaching of courses related to Mathematical sciences. The graduate and undergraduate programs are carefully designed with a thoughtful selection of courses from applied, pure, financial, and computational domains of mathematics in the light of guidelines provided by the HEC.
The Department of Mathematics is established to provide education in Mathematical sciences to students hailing from Baluchistan in particular and other parts of Pakistan in general. Admission to foreign students is also offered on limited seats. The Department offers programs in various specializations which include Pure, Applied, Computational and Financial Mathematics. Academia and students frequently participate in national, regional and international conferences. The research interests of the Department of Mathematical Sciences range from abstract to applied aspects of the discipline. Building on our current strength, our goal is to strengthen areas related to Pure and Applied Mathematics. We believe that it will help students keep pace with the latest trends in mathematics on the one hand and contribute to society at large on the other.
Admission Requirement
 Intermediate with Mathematics from any recognized board or equivalent
with at least 45% marks and entry test conducted by NTS.
Degree Requirement
 Total Credit Hours: 128
 Total Courses: 42
 Minimum CGPA ≥ 2.0
 Academic rules
* For details Program Schema
Program Schema
The BS Mathematics is a 4years (8semesters)
programme in which students are required to complete a specified number of courses:
First Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP167

Calculus I


4+0

2

MATHP251

Elements of Set Theory and Mathematical Logic


3+0

3

HUM191/HUM112

Islamic Education/ Ethics


2+0

4

CS101/101L

Introduction to Computers


2+1

5

HUM164

English I (Functional English)


3+0

6

ENVIRON102

Environmental sciences


3+0





17+1=18

Second Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP267

Calculus II

Calculus I

3+0

2

SE171

Software Packages (Introduction to MATLAB or Maple


1+2

3

MATHA201

Introduction to Statistics


3+0

4

HUM261

English II (Communication Skills)


3+0

5

HUM102

Pakistan Studies


2+0

6

HUM104

Introduction to Sociology


3+0





15+2=17

Third Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP311

Algebra I (Group Theory)

Elements of Set Theory and Mathematical Logic

3+0

2

MATHP268

Calculus III

Calculus II

4+0

3

HUM362

English III (Technical Report Writing and Presentation Skills)


3+0

4

MATHP111

Linear Algebra


3+0

5

HUM136

Introduction to Psychology


3+0





16+0=0

Fourth Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP231

Affine and Euclidean Geometry

Calculus I

3+0

2

MATHA334

Computational Linear Algebra


1+2

3

MATHA233

Discrete Mathematics


3+0

4

MATHP271

Numerical Methods

Calculus II

3+1

5

ECO106

Principles of Economics


3+0





13+3=16

Fifth Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP341

Point Set Topology


3+0

2

MATHA345

Classical Mechanics


3+0

3

MATHP274

Ordinary Differential Equations

Calculus I

3+0

4

MATHP369

Real Analysis I

Calculus II

3+0

5

MATHP312

Algebra II (Rings and Fields)

Algebra I

3+0





15+0=15

Sixth Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP331

Differential Geometry

Calculus I

3+0

2

MATHP479

Partial Differential Equations

Ordinary Differential Equations

3+0

3

MATHA216

Numerical Analysis

Numerical Methods

3+1

4

MATHP269

Complex Analysis


3+0

5

MATHP370

Real Analysis II

Real Analysis I

3+0





15+1=16

Seventh Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP426

Number Theory


3+0

2

MATHP367

Functional Analysis


3+0

3


Elective1


3+0

4


Elective2


3+0

5

MATHA346

Mathematical Methods


3+0





15+0=15

Eighth Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHA301

Probability Theory

Introduction to Statistics

3+0

2

MATHP490

Integral Equations


3+0

3


Elective3


3+0

4


Elective4


3+0

5


Project


3+0





15+0=15

Elective Courses

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHA406

Mathematical Statistics I

Calculus lll

3+0

2

MATHA408

Mathematical Statistics II

Mathematical Statistics II

3+0

3

MATHA456

Fluid Dynamics I


3+0

4

MATHA458

Fluid Dynamics II

Fluid Dynamics I

3+0

5

MATHA407

Electricity and Magnetism, I


3+0

6

MATHA459

Electricity and Magnetism II

Electricity and Magnetism, I

3+0

7

MATHA457

Theory of Relativity I

Differential Geometry

3+0

8

MATHA460

Theory of Relativity II

Theory of Relativity I

3+0

9

MATHA461

Quantum Mechanics I


3+0

10

MATHA462

Quantum Mechanics II

Quantum Mechanics I

3+0

11

MATHP444

Algebraic Topology

Point Set Topology

3+0

12

MATHP470

Approximation Theory


3+0

13

MATHP491

Fixed Point Theory

Functional Analysis

3+0

14

MATHP424

Measure Theory I

Real Analysis II

3+0

15

MATHP425

Measure Theory II

Measure Theory I

3+0

16

MATHP421

Theory of Modules

Algebra II (Rings and Fields)

3+0

17

MATHP411

Advanced Group Theory

Algebra I (Group Theory)

3+0

18

MATHP454

Graph Theory

Discrete Mathematics

3+0

19

MATHP428

Algebraic Coding Theory

Linear Algebra

3+0

20

MATHP427

Representation Theory of Finite Groups

Algebra l

3+0

21

MATHP435

Elliptic Curves


3+0

22

MATHA463

Seismology


3+0

Admission Requirement
 16 years of education from any HEC recognized institution in
Mathematics and entry test GAT (General) conducted by NTS (50%).
Degree Requirement
 Total Credit Hours: 30
 Total Courses: 32
 Minimum CGPA ≥ 2.5
 Academic rules
* For details Program Schema
Program Schema
First Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

Core1



3+0

2

Core2



3+0

3

Core3



3+0

4

Core4



3+0





12+0=12

Second Semester

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

THESIS601

Thesis


6+0





6+0=6

Core Courses

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP524

Theory of Group Actions


3+0

2

MATHP533

Riemannian Geometry


3+0

3

MATHP644

Algebraic Topology


3+0

4

MATHA531

ODEs and Computational Linear Algebra


3+0

5

MATHA548

Integral Equations


3+0

6

MATHP575

Theory of Partial Differential Equations


3+0

7

MATHA533

Numerical Solutions of PDEs


3+0

8

MATHA549

Advanced Mathematical Physics


3+0

9

MATHA532

Special Functions


3+0

10

RES504

Research Methodology


3+0

11

MATHP511

Rings and Modules


3+0

12

MATHA550

General Theory of Relativity


3+0

13

MATHP525

Near RingsI


3+0

14

MATHP526

Advanced Ring TheoryI


3+0

15

MATHP514

Commutative AlgebraI


3+0

16

MATHP527

Homological AlgebraI


3+0

17

MATHA551

Magneto hydrodynamicsI


3+0

18

MATHA552

Advanced Analytical DynamicsI


3+0

19

MATHA553

Plasma TheoryI


3+0

20

MATHP576

Multivariable AnalysisI


3+0

21

MATHP551

Algebraic Number Theory


3+0

Elective Courses

S.No.

Course Code

Course Title

Prerequisite

Credit Hours

1

MATHP633

Differentiable Manifolds


3+0

2

MATHP652

History of Mathematics


3+0

3

MATHP667

Approximation Theory


3+0

4

MATHP668

Fixed Point Theory


3+0

5

MATHP517

Lattice Theory


3+0

6

MATHP617

Commutative Algebra


3+0

7

MATHP612

Category Theory


3+0

8

MATHP651

Axiomatic Set Theory


3+0

9

MATHP670

Theory of Ordinary Differential Equations


3+0

10

MATHA641

Classical ElectrodynamicsI


3+0

11

MATHA642

Classical ElectrodynamicsII

MATHA641

3+0

12

MATHA643

Representation TheoryI


3+0

13

MATHA644

Representation TheoryII

MATHA643

3+0

14

MATHA632

Computer Aided Geometric Design (CAGD).


3+0

15

MATHA633

Multiresolution Geometric Modeling


3+0

16

MATHA634

Mathematical Modeling


3+0

17

MATHA646

Perturbation Methods I


3+0

18

MATHP669

Geometric Function Theory


3+0

19

MATHA645

Fluid Mechanics


3+0

20

MATHP615

Banach Algebras


3+0

21

MATHP616

Theory of Group Graphs


3+0

22

MATHP618

Lie Groups and Lie Algebras


3+0

23

MATHP619

Semi Group Theory


3+0

24

MATHP620

LASemigroups


3+0

25

MATHP621

Near RingsII

MATHP525

3+0

26

MATHP666

Several Complex Variables


3+0

27

MATHP671

NonStandard Analysis


3+0

28

MATHP622

Advanced Ring TheoryII

MATHP526

3+0

29

MATHP672

Topics in Complex Analysis


3+0

30

MATHP623

Loop Groups


3+0

31

MATHP624

Nilpotent and Soluble Groups


3+0

32

MATHP613

Commutative AlgebraII

MATHP514

3+0

33

MATHP625

Commutative Semigroup Rings


3+0

34

MATHP626

Homological AlgebraII

MATHP527

3+0

35

MATHP627

Theory of Semigroups


3+0

36

MATHP628

Fuzzy Algebra


3+0

37

MATHP629

Algebraic Coding Theory


3+0

38

MATHA647

MagnetohydrodynamicsII

MATHA551

3+0

39

MATHP630

Introduction to Algebraic Cryptography


3+0

40

MATHA648

Advanced Analytical DynamicsII

MATHA552

3+0

41

MATHA613

Mathematical Techniques for Boundary Value Problems


3+0

42

MATHA649

Plasma TheoryII

MATHA553

3+0

43

MATHA650

Astrophysics


3+0

44

MATHA651

NonNewtonian Fluid Mechanics


3+0

45

MATHP673

Multivariable AnalysisII

MATHP576

3+0

46

MATHA652

Statistical Mechanics


3+0

47

MATHA635

Linear Systems Theory


3+0

48

MATHA653

Heat Transfer


3+0






Admission Requirement
 HEC recognized MS or equivalent Degree (18 years of Education) with a
minimum of 30 credit hours (24 credit hour graduatelevel courses + 6
credit hours thesis) in Chemistry with 1st Division or equivalent grade
or CGPA 3 out of 4.
 GRE International Subject Test with 60 percentile score or GAT subject
test with 60 % marks is also required for the admission.
Degree Requirement
 Total Credit Hours: 18
 Total Courses: 6
 Minimum CGPA ≥ 3.0
 Academic rules
* For details Program Schema