PO1: Advanced Mathematical Knowledge: Demonstrate a deep, systematic, and rigorous
understanding of core and advanced areas of pure and applied mathematics, including analysis,
algebra, topology, differential equations, numerical methods, operations research, statistics
and others.
PO2: Analytical and Problem-Solving Prowess: Formulate, analyse, and solve complex, abstract,
and open-ended mathematical problems using logical reasoning, appropriate theorems, and
computational or analytical techniques.
PO3: Research and Innovation Aptitude: Conduct independent inquiry, undertake a minor
project (dissertation), review mathematical literature, identify gaps, and contribute new
insights or applications, demonstrating scientific temperament.
P04: Interdisciplinary Application: Apply advanced mathematical theories, models, and tools to
solve real-world problems in interdisciplinary fields such as physics, computer science,
engineering, data science, finance, and biology.
PO5: Computational and Digital Proficiency: Utilize modern mathematical software (e.g.,
MATLAB, Mathematica, Python), programming languages, and digital tools for simulation,
computation, data analysis, and visualization of mathematical concepts.
PO6: Communication and Dissemination: Communicate complex mathematical ideas,
arguments, and research findings effectively, both in written form (reports, thesis, papers) and
orally (seminars, presentations), to expert and non-expert audiences.
PO7: Professional and Ethical Acumen: Adhere to ethical principles in research and professional
practice, understand the societal impact of mathematical work, and commit to continuous
learning and professional development.
PO8: Critical Thinking and Lifelong Learning: Critically evaluate mathematical arguments, assess
the validity of solutions, and engage in self-directed and lifelong learning to keep pace with
advancements in the field.
PO9: Collaborative and Leadership Skiils: Function effectively as an individual, and as a member
or leader in diverse teams, in multidisciplinary settings to accomplish common goals.
PO10: Employability: By the end of the program, students will improve their chances of getting
hired by understandin
PEO1: Produce graduates with a diversified knowledge in mathematical sciences which
includes courses from Mathematics, Statistics and Computer Science and Human Values to
solve the critical, complex, theoretical, and applied problems.
PEO2: Research & Innovation: Develop capabilities of continuous learning attitude to adopt
new skills and techniques for research work as an individual or as a team member for fostering
innovation and academic contribution.
PEO3: Professional Leadership: Prepare graduates for leadership roles in academia, research
and government as well as private organizations.
PEO4: Computational Expertise: Train students to utilize modern software tools experimental
analysis, computing and numerical solutions.
