Programme Overview

The M.Sc. Mathematics program is a postgraduate degree designed to provide advanced knowledge and expertise in various branches of mathematics. The curriculum includes both pure and applied mathematics, offering students a deep understanding of mathematical theories and their real-world applications. And The Post Graduate Diploma in Computer Applications (PGDCA) is a one-year diploma program designed to equip students with the necessary skills and knowledge in computer science and IT. The program covers various aspects of information technology, programming languages, database management, web technologies, and cybersecurity. It prepares students for a successful career in the IT industry by offering a blend of theoretical knowledge and practical skills.

  • 2 Years

    Duration of programme

  • PG

    Level of Study

Key Highlights

Advanced Algebra and Number Theory.
Real and Complex Analysis
Probability and Statistics
Numerical Methods
Mathematical Research Seminar

How will you benefit

Gain advanced knowledge in diverse mathematical disciplines.
Enhance problem-solving abilities and analytical thinking.
Develop expertise in mathematical modelling and computational techniques.
Prepare for careers in academia, research, data analysis, and various industries.

What will you study

Advanced Algebra and Number Theory

Real and Complex Analysis

Differential Equations and Dynamical Systems

Mathematical Modeling and Numerical Methods

  • PO-1- Proficiency in advanced mathematical theories and concepts.
  • PO-2- Ability to solve complex mathematical problems independently.
  • PO-3- Competence in using mathematical software for analysis and modeling.
  • PO-4- Effective communication of mathematical ideas through written and oral presentations.
  • PO-5- Critical thinking skills applied to real-world problem-solving.

  • PSO-1-Application of mathematical theories to diverse fields such as physics, economics, and computer science.
  • PSO-2-Development of mathematical models for real-world scenarios.
  • PSO-3-Proficiency in abstract mathematical reasoning and proof techniques.
  • PSO-4-Contribution to mathematical research through thesis projects.
  • PSO-5-nalyze the contemporary issues in the field of Mathematics and applied sciences
  • PSO-6-Innovate and design complex Mathematical problems and solutions using Pure and Applied Mathematics.

  • PEO-1-Apply advanced mathematical knowledge to address complex problems.
  • PEO-2-Engage in interdisciplinary research projects.
  • PEO-3-Demonstrate critical thinking and logical reasoning skills.
  • PEO-4-Pursue continuous learning and stay updated on emerging mathematical concepts.
  • PEO-5-To encourage collaborative learning and application of mathematics to real life situations.

Curriculum

Masters of Science in MatheMatics

  • Advance Abstract Algebra-I
  • Real Analysis-I
  • Topology-I
  • Complex Analysis-I
  • Differential Equation-I

CAREERS AND EMPLOYABILITY

Mathematician
Data Scientist/Analyst
Academician/Researcher
Actuary

ELIGIBILITY CRITERIA

Bachelors Degree in Mathematics or related Field

Minimum 50% Marks

Apply Now Enquiry Now WhatApp Now