MSc Mathematics

Program Outcomes (POs)

• PO1. Develops an understanding of scientific theory principles and perspectives in sciences by critical thinking.
• PO2. Develops problem solving skills and is able to design and carry out innovative research projects.
• PO3. Communicates effectively, comprehends knowledge, writes effective reports, designs documentation and makes effective presentations.
• PO4. Functions effectively as an individual, as a member and leader of diverse teams in multidisciplinary settings for Holistic development.
• PO5. Applies ethical principles and is committed to professional ethics, responsibilities in the field of research, is able to design, analyse, interpret data and find solutions for complex problems by applying the right tools. This study provides an excellent bridge between undergraduate study and Ph.D research.
• PO6. Realizes and promotes environmental sustainability through various eco-friendly measures that encourage judicious use of resources.
• PO7. Postgraduate studies boosts the self directed career progress and outline the career paths. It improves the ability to tackle complex and challenging assessment tasks and helps in lifelong learning to be globally competent.
• PO8. Takes up responsibilities in production, quality testing, designing and marketing which contribute to the growth of industry and thus increases employability.

Program Specific Outcomes (PSOs)

• PSO1. Provide advanced knowledge on topics in pure mathematics like Algebra to develop coding, differential equations to solve many science and engineering problems, LInear algebra for modeling many natural phenomena.
• PSO2. Gains proficiency in related disciplines such as topology, functional analysis, real analysis Complex analysis and measure theory.
• PSO3. Gets trained in data science to deal with data using R Programming, Cryptography for encrypting and decrypting Communications between us and other systems for meeting the industry needs.
• PSO4. Recognizes the importance of discrete mathematics for developing binary trees and minimal spanning trees.
• PSO5. Understanding of the fundamental axioms in mathematics and capability of developing ideas based on them.
• PSO6. Assessing the role of operations research for optimization of techniques such as optimized budget, diet, dynamic programming, game theory.
• PSO7. Explores the skills in applications of number theory for basic foundation of cryptography.
• PSO8. Apply software tools to solve mathematical problems, Interpretation of mathematics data.
• PSO9. Nurture problem solving skills, thinking, creativity through assignments, project work.
• PSO10. Prepare and motivate students for research studies in mathematics and related fields.
• PSO11. Gets familiarized with principles and techniques in graph theory and differential geometry.