• The ICFAI University,  Tripura

M.Sc. Mathematics

M.Sc. Mathematics

The program contains some compulsory courses as well as few electives in the second year. The compulsory courses are aimed at building strong mathematical background and also in the process students will be benefitted in various competitive examinations. The electives, however, are essential to the flexibility of this program. These courses will act as specializations for the students and also give them opportunity to select from various career paths. Students will be using computer laboratory of ICFAI University Tripura for few of their compulsory courses and also for some their electives depending upon their choices.

Duration :
2 Years

Pass in Graduation with 40% marks in Mathematics.

Program Structure
Semester-I Semester-II
Year I
  • Modern Algebra
  • Mathematical Analysis
  • Differential Equations
  • C-Programming
  • C-Programming Lab
  • Classical Mechanics
  • Linear Algebra- I
  • Complex Analysis
  • Mathematical Analysis
  • Modern Algebra-II
  • Probability and Statistics
  • Numerical Analysis
  • Numerical Analysis Lab
Semester - III Semester - IV
Year II
  • Calculus of Variation and Integral Equation
  • Operation Research
  • Linear Algebra
  • Mathematical Methods
  • Technical Report Writing
  • Elective I
  • Elective II
  • Topology
  • Partial Defential Equations
  • Functional Analysis
  • Elective III
  • Master's Dissertation
Note : The program structure may change marginally. The specific details will be given in the Student Handbook.
List of Electives:

Options for Elective-I and Elective-II
Operation Research-II, Discrete mathematics, Graph Theory, Design and Analysis of Algorithms, Advanced Probability, Statistical Methods, Business Analytics, Number Theory and Cryptography, General Relativity, Measure Theory, Cosmology.
Options for Elective-III
Stochastic Process, Big Data Analysis, Theory of Computation, Operator theory, Fourier Theory, Functional Analysis-II, Combinatorics, Astrophysics.

List of Electives:

Sl. No.

Options for Elective-III


Stochastic Process

Big Data Analysis

Theory of Computation

Operator theory