MSc Mathematics
Program Overview
MSc Mathematics is a 2 year postgraduate course in Mathematics dealing with providing in-depth of geometry, algebra, calculus, number theory, dynamical systems, differential equations and prepare them for various research activities.
It deals with the advanced concepts of Mathematics and incorporates mathematical thinking in the minds of the students.
Students can get a chance in the financial sector and the government sector. They will be the best for the work profile of analytic science consultant, actuarial analyst, database manager, external auditor, data analyst, customer coordinator, credit analyst, Aptitude Trainer and quantitative risk analyst.
Students can choose the teaching field and become a professor in government and private college,
Programme USPs
- Students are trained along with curriculum to make ease with placements.
- Hands on training to improve research skills of students, MoU been signed with technology based institutes.
- Progression to higher studies in various disciplines and Research programmes in thrust areas
- Career Opportunities in various IT sectors as well as other Government sectors throughout the globe.
Programme Outcomes
Upon completion of the program, students are expected to have acquired.
PO1. Demonstrate in-depth knowledge of Mathematics, both in theory and application.
PO2. Analyse complex problems in Mathematics and propose solutions using research based
knowledge.
PO3. Crack lectureship and fellowship exams affirmed by UGC like CSIR-NET and SET.
PO4. Apply the Mathematical concepts, in all the fields of higher research and prepare for
lifelong learning.
Eligibility Criteria
M.Sc Mathematics – A Pass in B.Sc. Mathematics (or) B.Sc. Mathematics with Computer Applications
Programme Structure
SEMESTER I
- CORE I: Algebra
- CORE II : Real Analysis
- CORE III : Ordinary Differential Equations
- CORE IV: Latex
- ELECTIVE I:
SEMESTER II
- CORE V- Complex Analysis
- CORE VI- Partial Differential Equations
- CORE VII- Mechanics
- CORE VIII- Mathematical Statistics
- CORE IX- Differential Geometry
- ELECTIVE II
SEMESTER III
- CORE X: Topology
- CORE XI: Mathematical Methods
- CORE XII: Graph Theory
- CORE PRACTICAL I: JAVA Programming Lab with J2EE Basics
- Elective III
SEMESTER IV
- CORE XIV:Fluid Dynamics
- CORE XIII: Functional Analysis
- CORE XV: Number Theory
- CORE XVI: Advanced Operations Research
- CORE XVII: Theory of Computations
- Project & Viva- Voce
List Of Elective Courses
List of Group Elective papers (Students can choose any one of the Group papers as electives)
Courses | Group A | Group B | Group C |
Course I | Numerical Analysis | Probability and Stochastic Process
| Simulation and Modeling |
Course II | Control Theory | Cryptography
| Discrete Mathematics |
Course III | Fuzzy Logic and Fuzzy Sets | Neural Networks | Operator Theory |
Credits & Evaluation
Modular Course:
M.Sc Mathematics- Advanced Certificate in Applicable Mathematics
The student must undergo compulsorily a Certificate course offered by the department and the student is eligible to get 2 extra credits for each paper. This Certificate course consists of Module I ,II and III. Module I consists of 2 courses, Module II consists of 3 courses and Module III consists of 3 courses . Total credits of the modular course is 16.
Value Added Program:
M.Sc Mathematics – Python
- Value added certificate courses conducted by the department to complement the students knowledge and skills in their field of study. Python programming Course offered which is based on the current trends, relevance and value in the job market.
Extra Disciplinary Course:
PG-Statistical Analysis
The student should select one Extra Disciplinary Course offered by other departments and is eligible to get 4 extra credits.
Inter Disciplinary Course:
- The student must undergo one Inter Disciplinary Course offered by the departments (English and Mathematics – Vedic Mathematics & Competitive English) and are eligible to get 2 extra credits.
Commercial Practices:
- The student must undergo a Commercial Practice Course during the course of study. Upon completion of the course, students are eligible to get 2 extra credits.
Assessment an Evaluation
Two Continuous Internal Assessment, one model exam followed by End semester examination .
