To be a center of excellence in mathematical sciences, fostering innovation and research.

To equip students with advanced mathematical knowledge for solving real-world problems

To contribute to the development of society through mathematical applications in diverse fields

Provide high-quality education in pure and applied mathematics.

Develop students’ analytical, logical, and problem-solving skills.

Promote research and interdisciplinary applications of mathematics

Prepare students for careers in academia, research, industry, and technology

Encourage lifelong learning and intellectual curiosity in mathematical sciences.

To provide students with a deep understanding of mathematical theories and applications.

To enhance computational, analytical, and research skills.

To develop expertise in mathematical modeling and problem-solving.

To prepare students for competitive exams like NET, GATE, and others.

To offer practical exposure through projects, internships, and industry collaborations.

To promote the application of mathematics in science, technology, finance, and data analytics.

To encourage critical thinking and innovative research in mathematical sciences.

To produce graduates who can contribute effectively in academia, research institutions, and industries.

Duration & Structure – A two-year postgraduate program divided into four semesters

Core Subjects – Covers advanced topics like algebra, calculus, geometry, number theory, dynamical systems, and differential equations.

Applied & Pure Mathematics – Offers a balanced mix of theoretical and practical mathematical concepts.

Problem-Solving & Logical Reasoning – Enhances analytical thinking and problem-solving skills applicable to real-world scenarios.

Research-Oriented Approach – Encourages independent research and exploration of mathematical theories.

Interdisciplinary Applications – Useful in physics, engineering, economics, computer science, and data analytics

Experienced Faculty – Highly qualified professors with expertise in both pure and applied mathematics.

Comprehensive Curriculum – A well-structured program covering diverse areas such as algebra, calculus, number theory, and differential equations.

Research Opportunities – Access to cutting-edge research projects and collaborations in various mathematical fields.

State-of-the-Art Facilities – Advanced resources and tools for computational mathematics and problem-solving.

Industry Connections – Strong links with industries for internships, projects, and job placements.

Skill Development – Focus on enhancing analytical, problem-solving, and reasoning abilities.

Career Support – Comprehensive guidance for career advancement in academia, research, and industry.