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Master of Science (Mathematics)

Master of Science (Mathematics)

Sharda School of Basic Sciences & Research (SBSR)

  • Programme Code

    SBR0301

  • Level

    Post Graduate

  • Duration

    2 Years

About the Programme

M.Sc. in Mathematics is a two-year post-graduate programme designed to extend students knowledge and refine their abilities to solve complex problems accurately.

The programme comprises classical Mathematics courses as well as skilful training in modern computing facilities in both symbolic and numerical computations. M.Sc. Mathematics introduces students to a wide choice of modules in interesting areas such as coding theory fractal geometry and analytic theory operation research graph theory number theory etc. This programme also gives an opportunity for students to conduct independent researches in pure to applied mathematics computing cryptography etc.

Besides the programme focuses on propelling students numeracy skills and the ability to use mathematical concepts to the model the solution to financial mathematical problems. The programme also enables the students to develop the ability to consolidate and communicate mathematics logically and briefly in a variety of forms. Students who want to pursue higher education in the field of Mathematics can opt for PhD in the same discipline.

Programme Educational Objectives (PEO’s)

  • PEO1: To deliver deep subject knowledge in the courses of study to enable students to shine in various fields such as sciences, engineering and technology, IT etc.
  • PEO2: To develop positive attitude and skills to enable the students to become a multi facet   personality.
  • PEO3: To prepare students for entrance examinations conducted by IIT’s/Universities to pursue   Ph. D. programs as well as NET, UGC-CSIR.
  • PEO4: To develop students to be excellent to be excellent communicators and team players.

Program Outcomes (PO’s)

  • PO1:Mathematical knowledge:Application of Mathematical knowledge in various fields of   science, engineering and management etc.
  • PO2:Nature of Mathematics:Understand the concise, precise and rigorous nature of   Mathematics.
  • PO3: Critical thinking:Develop the skill to think critically on abstract concepts of   Mathematics.
  • PO4:Problem analysis: Develop the ability to analyze a problem logically and dissect into   micro-parts and thus resolving the problem to accessible components.
  • PO5: Mathematical logic and Ethics:Formulates and develops mathematical arguments in   logical manner and Realize and understand professional, ethical and cultural responsibilities.

Programme Specific Outcomes (PSO’s)

  • PSO1: Scientific thinking and logical abilities.
  • PSO2: Application of Mathematical principles in practical situations and software   developments.
  • PSO3: Analyze any problem to micro-levels and solve the problem step by step.
  • PSO4: Owning up responsibility for logical comprehension and preparedness for constant   improvement

This course is for individuals who...

Seek first-hand knowledge in advanced applied mathematics with forefront research experience and want to build a career through excellence in the domain.

Students who are looking for...

A fulfilling career that involves solving real-world problems through accurate analysis and data interpretation

Course Fee
For National Students
1st Year 95000 2nd Year 97850
For International Students
Fee Per Semester Fee Per Year
NA 5000*
Programme Structure

S. No.

SUBJECT

CODE

Title of Paper

Teaching Load

CREDITS

PRE-REQUISITE/CO-REQUISITE

 

Type of Course:

  1. CC
  2. AECC
  3. SEC
  4. DSE

 

THEORY

 

 

 

 

 

 

 

 

L

T

P

TOTAL

 

 

 

1.

MMT 101

REAL  ANALYSIS

4

0

0

4

4

CO-REQUISITE

CC

2.

MMT 102

LINEAR  ALGEBRA

4

0

0

4

4

CO-REQUISITE

CC

3.

MMT 105

ORDINARY  &   PARTIAL  DIFFERENTIAL    EQUATIONS

4

0

0

4

4

CO-REQUISITE

CC

4.

MMT 104

STATISTICAL  METHODS (Revised)

4

0

0

4

4

CO-REQUISITE

CC

5.

MMT  129

INTRODUCTION to  MATLAB AND ITS APPLICATIONS

3

0

0

3

3

CO-REQUISITE

AECC

 

PRACTICALS

 

 

 

 

 

 

 

 

6.

MMT 151 

MATHEMATICS LAB- I

0

0

4

4

2

CO-REQUISITE

AECC

7

MMT 152

MATHEMATICS LAB II (Based on MMT 104)

0

0

4

4

2

CO-REQUISITE

CC

8

RBL 001

Research Based Learning-1

0

0

4

0

0

 

Project

TOTAL

 

 

 

 

23

 

 

 

 

S. No.

SUBJECT

CODE

Title of Paper

Teaching Load

CREDITS

PRE-REQUISITE/CO-REQUISITE

 

Type of Course:

  1. CC
  2. AECC
  3. SEC
  4. DSE

 

THEORY

 

 

 

 

 

 

 

 

L

T

P

TOTAL

 

 

 

1.

MMT130

NUMERICAL ANALYSIS

4

0

0

4

4

CO-REQUISITE

CC

2.

MMT  106

COMPLEX  ANALYSIS

(REVISED)

4

0

0

4

4

CO-REQUISITE

CC

3.

MMT  107

TOPOLOGY

4

0

0

4

4

CO-REQUISITE

CC

4.

MMT 108

DIFFERENTIAL  GEOMETRY&   TENSOR  ANALYSIS (REVISED)

4

0

0

4

4

CO-REQUISITE

CC

 

PRACTICALS

 

 

 

 

 

 

 

 

5.

MMT 155

NUMERICAL ANALYSIS LAB

0

0

4

4

2

CO-REQUISITE

CC

6.

MMT 154

MATHEMATICS LAB- IV

0

0

4

4

2

CO-REQUISITE

CC

7.

ENP 601

TECHNICAL PRESENTATION

0

0

4

4

2

CO-REQUISITE

SEC

8.

CCU 401

COMMUNITY CONNECT COURSE

0

0

4

4

2

CO-REQUISITE

AECC

9

RBL 002

Research Based Learning-2

0

0

4

0

0

 

Project

TOTAL

 

 

 

 

24

 

 

S. No.

SUBJECT

CODE

Title of Paper

Teaching Load

CREDITS

PRE-REQUISITE/CO-REQUISITE

Type of Course:

  1. CC
  2. AECC
  3. SEC
  4. DSE

 

THEORY

 

L

T

P

TOTAL

 

 

 

1.

MMT 201

ABSTRACT ALGEBRA (Revised )

4

0

0

4

4

CO-REQUISITE

CC

2

MMT 205

FUNCTIONAL  ANALYSIS

4

0

0

4

4

CO-REQUISITE

CC

 

 

SPECIALIZATION PAPERS(I& II)

(OPT ANY TWO COURSES FROM3, 4, 5)

 

 

 

 

 

CO-REQUISITE

AECC

3.

4.

5.

MMT 209

MMT 204

MMT 206

GRAPH THEORY AND ITS APPLICATIONS

FLUID DYNAMICS

NUMBER THEORY WITH CRYPTOGRAPHY

APPLICATIONS

4+4

0

0

8

8

CO-REQUISITE

AECC

 

 

ELECTIVE ANY ONE FROM 1, 2 & 3

 

 

 

 

 

 

 

6.

7.

8.

MMT 220

MMT 221/

MMT 222

AN INTRODUCTION TO PYTHON(E)

BIG DATA SCIENCE (E)/

MACHINE LEARNING (E)

3

0

0

3

3

CO-REQUISITE

DSE

 

PRACTICALS

 

 

 

 

 

 

 

 

9.

MMT 250

MATHEMATICS LAB- V

0

0

4

4

2

CO-REQUISITE

CC

10.

MMT 261

DISSERTATION-I                             

0

0

8

8

4

 

AECC

TOTAL

 

 

 

 

25

 

 

 

 

S. No.

SUBJECT

CODE

Title of Paper

HOURS

CREDITS

PRE-REQUISITE/CO-REQUISITE

Type of Course:

  1. CC
  2. AECC
  3. SEC
  4. DSE

 

THEORY

 

 

 

 

 

 

 

 

L

T

P

TOTAL

 

 

 

1.

MMT 202

MEASURE THEORY

4

0

0

4

4

CO-REQUISITE

CC

 

 

SPECIALIZATION PAPERS(III& IV)

(OPT ANY TWO COURSES FROM 2, 3, 4)

 

 

 

 

 

 

 

2.

3.

4.

MMT 203

MMT 208

MMT 210

LINEAR PROGRAMMEMING

DISCRETE MATHEMATICS

WAVELET ANALYSIS AND THEIR APPLICATIONS

4+4

0

0

8

8

CO-REQUISITE

DSC

5.

OPE

Open elective (GE) under CBCS

2

0

0

2

2

CO-REQUISITE

GE

 

PRACTICALS

 

 

 

 

 

 

 

 

7.

MMT 262

DISSERTATION-2   

0

0

12

12

6

CO-REQUISITE

 

AECC

TOTAL

 

 

 

 

20

 

 

 

 

Eligibility Criteria
For National Students
  • B.Sc. with PCM with minimum 55% marks.
  • Minimum 24 credits required in chosen specialization at UG level
For International Students The eligibility criterion for all programs for international applicants is minimum 50% in the qualifying examination and having studied the pre-requisite subjects for admission in to the desired program.
Career path you can choose after the course
  • Statistician
  • Loan Officer
  • Mathematician
  • Subject Matter Expert
  • Math Curriculum Planner
  • Investment Banker
  • Treasury Management Specialist

Students of this programme are placed in companies with an average annual package of 4.50 LPA to 6.00 LPA

Take the next step towards a career in basic sciences.

Apply Now