Academic Programs

Lateral Entry into BS Mathematics Program for Associate Degree Holders (14 years education)

Eligibility Criteria for Admission:

14 years of formal education (Associate Degree with Mathematics)

Intermediate with minimum 50% Marks

2.00 CGPA in Associate Degree

UMT entrance test.

Degree completion criteria:

* Student may choose mathematical elective course of 03 credit hours in last semester according to the course offering.

Study Plan:

The complete road map of four semesters is given below:

BS Mathematics Roadmap (for Associate Degree Holders)

 

SEMESTER 5

SEMESTER 6

MA-312

Real Analysis –I

C

3

- - - -

MA-314

Real Analysis –II

C

3

MA-321

Partial Differential Equations

C

3

MA-218

MA-315

Algebra-II

C

3

MA-308

MA-330

Vector and Tensor Analysis

E

3

MA-324

Complex Analysis

C

3

MA-308

Algebra –I

C

3

MA-309

Affine and Euclidean Geometry

C

3

MA-300

Calculus-III

C

3

MA-103

MA-311

Differential Geometry

C

3

SD-100

English Immersion I

C

 

 

SD-101

21st Century Skills

C

0

 

Foreign Language

C

3

 

SS E-I

E

3

 

Semester Credit Hours: 18

Semester Credit Hours: 18

 

SEMESTER 7

SEMESTER 8

MA-407

Fluid Mechanics

E

3

MA-402

Simulation and Modeling

E

3

MA-403

Graph Theory and Combinatorics

E

3

MA-411

Number Theory and its Application

C

3

MA-404

Special Relativity-I

E

3

 

MA-445

Topology

C

3

MA-426

Functional Analysis

C

3

MA-xxx

 

E

3

 

MA-400

Measure Theory

E

3

MA-xxx

 

E

3

 

 

SS E-II

E

3

 

MA-xxx

 

E

3

 

Semester Credit Hours: 18

Semester Credit Hours: 18

                                                                                                        Total Credit Hours: 72

List of Mathematics and Social Sciences Elective Courses*

Vector and Tensor Analysis

Entrepreneurship

Fluid Mechanics

Economics

Graph Theory and Combinatorics

Principles of Management

Measure Theory 

Principles of Marketing

Simulation and Modeling

Introduction to Sociology

Special Relativity-I

Introduction to Psychology

Special Relativity-II

Life and Learning

Advanced Group Theory

Foreign Language.

Modules Theory

Research Methods

Galois Theory

 

Operation Research

 

Fuzzy Set Theory

 

Numerical Solutions of ODEs

 

Numerical Solutions of PDEs

 

History of Mathematics

 

How to teach Mathematics at secondary level

 

Fixed Point Theory

 

Optimization Theory

 

Stochastic Process

 

Fractional Calculus

 

Element of Set Theory

 

Mathematical Economics

 

    *Any other course as per availability of resources

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