MG College iritty

B.Sc Mathematics

Programme                   : BSc Mathematics

Duration of the Course  : 3 Years [ 6 Semester ]

Sanctioned Strength     : 32

Semester wise Description of Papers:

SEMESTER 1

No

Title of the Course

Course Contact

hours /week

 

Credits

Exam

hrs

 

1

Common Course (English)

5

4

3

2

Common Course (English)

4

3

3

3

Common Course (Additional Language)

4

4

3

4

Core Course 1

4

4

3

5

Complementary 1 (Course I)

4

3

3

6

Complementary 2 (Course I)

4

3

3

SEMESTER 2

No

Title of the Course

Course Contact

hours /week

 

Credits

Exam

hrs

 

1

Common Course (English)

5

4

3

2

Common Course (English)

4

3

3

3

Common Course (Additional Language)

4

4

3

4

Core Course 1

4

4

3

5

Complementary 1 (Course II)

4

3

3

6

Complementary 2 (Course I)

4

3

3

SEMESTER 3

No

Title of the Course

Course Contact

hours /week

 

Credits

Exam

hrs

 

1

Common Course (English)

5

4

3

2

Common Course (Additional Language)

5

4

3

3

Core Course 3

5

4

3

4

Complementary 1 (Course III)

5

3

3

5

Complementary 2 (Course III)

5

3

3

SEMESTER 4

No

Title of the Course

Course Contact

hours /week

 

Credits

Exam

hrs

 

1

Common Course (English)

5

4

3

2

Common Course (Additional Language)

5

4

3

3

Core Course 3

5

4

3

4

Complementary 1 (Course IV)

5

3

3

5

Complementary 2 (Course IV)

5

3

3


SEMESTER 5

No

Title of the Course

Course Contact

hours /week

 

Credits

Exam

hrs

 

1

Open Course 1

2

2

3

2

Core Course 5

4

4

3

3

Core Course 6

5

4

3

4

Core Course 7

5

4

3

5

Core Course 8

4

3

3

6

Core Course 9

5

4

3

SEMESTER 6

No

Title of the Course

Course Contact

hours /week

 

Credits

Exam

hrs

 

1

Open Course 2

2

2

3

2

Core Course 10

5

4

3

3

Core Course 11

5

4

3

4

Core Course 12

5

3

3

5

Core Course 13

4

3

3

6

Core Course 14 ( Elective)

4

3

3

7

Project

 

2

 

 

Core Courses

Course Code

Semester

Title of the Course

Contact Hours

No. of Credit

1B01MAT

I

 Methodology and Perspectives of  Sciences

72

4

2B02MAT

II

Foundation of Higher Mathematics

72

4

3B03MAT

III

Informatics

90

4

4B 04 MAT

IV

Calculus

90

4

5D 01 MAT

V

Open Course

36

2

5B 05 MAT

V

Vector Analysis

72

4

5B 06 MAT

V

Real Analysis

90

4

5B 07 MAT

V

Abstract Algebra

90

4

5B 08 MAT

V

Graph Theory

72

3

5B 09 MAT

V

Differential equations and Numerical Analysis

90

4

6D 02 MAT

VI

Open Course

36

2

6B 10 MAT

VI

Analysis and Topolgy

90

4

6B 11 MAT

VI

Complex Analysis

90

4

6B12MAT

VI

Linear Algebra

90

3

6B13MAT

VI

Integral Calculus

72

3

6B14MAT

VI

Elective

1. Programming With C

Language

2. Mechanics

3. Operation Research

4. Mathematical Modelling

5. Number Theory and Cryptography

6. Coding Theory

 

42

(Theory)

72

72

72

72

72

 

2

3

3

3

3

3

3

 

VI

Project

-

2

Complementary Coures:

Computer Science

Course Code

Semester

Title of the Course

Hours/ Week

No. of Credit

1C01CSC

I

Introduction to IT and C programming

2

2

1C02CSC

I

Lab –I  ( C Programming )

2

0

2C03CSC

II

Programming in C++

2

2

2C04CSC

II

Lab – II (C++ Programming)

2

2

3C05CSC

III

Data Base Management System

3

2

3C06CSC

III

Lab III (DBMS Lab)

2

0

4C07CSC

IV

Visual Basic

3

2

4C08CSC

IV

Lab IV (Visual Basic)

2

2

Statistics

Course Code

Semester

Title of the Course

Hours/ Week

No. of Credit

1C01STA

I

Basic Statistics

4

3

2C02STA

II

Probability theory and Random, variables

4

3

3C03STA

III

Standard Distribution

5

3

4C04STA

IV

Statistical Inference

5

3

Common Courses            :

Course Code

Semester

Title of the Course

Hours/ Week

No. of Credit

1A01ENG

I

Critical Reasoning and Academic Presentation Skills

5

4

1A02ENG

I

Communication skills in English

4

4

2A03ENG

II

Indian Constitution, Secularism and Environment

5

4

2A04ENG

II

Reading Literatures

4

4

3A05ENG

III

Literature and Cotemporary Issues

5

4

4A06ENG

IV

Moments from History and Philosophy of Science.

5

4

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