Demonstrate comprehensive, advanced, and rigorous knowledge of core and specialized areas of pure
and applied mathematics, including algebra, analysis, topology, differential equations, numerical
methods, operations research and statistics.
PO2: Analytical Reasoning & Problem-SolvingIdentify, formulate, analyze, and solve complex
mathematical problems using appropriate theoretical and computational techniques, and critically
evaluate the solutions.
PO3: Scientific Research Ability Design and execute a substantive research project (e.g., dissertation in
the final year), demonstrating the ability to investigate open problems, review literature, use advanced
tools, and present findings in accordance with ethical scientific practices.
PO4: Computational & Technical Skill Utilize modern mathematical software (e.g., MATLAB, Python,
Mathematica, LaTeX), programming languages, and computational tools to model, simulate, visualize,
and solve mathematical problems.
PO5: Multidisciplinary Perspective Apply mathematical principles and modeling techniques
interdisciplinary contexts in physics, computer science, economics, engineering, and data science,
fostering innovative solutions.
PO6: Communication & Dissemination Communicate complex mathematical ideas, arguments, and
results effectively, both in written form (reports, thesis, publications) and orally (seminars,
presentations), to both specialist and non-specialist audiences.
PO7: Collaboration & Teamwork Function effectively as an individual and as a member or leader in
diverse teams to accomplish multidisciplinary tasks and projects.
PO8: Ethical & Professional Integrity Understand and commit to professional ethics and scientific
integrity in research, data handling, and the application of mathematics in societal contexts.
PO9: Lifelong Learning & Adaptability Recognize the need for and possess the preparedness to engage
independent and lifelong learning in the face of rapid advancements in mathematical sciences and
related fields.
PO10: Critical Thinking & Creativity Exhibit creative and critical thinking to develop novel approaches,
generalize existing theories, and construct mathematical arguments or counterexamples.
PO11: Societal & Global Awareness Understand the role of mathematics in addressing societal
challenges, contributing to national and global development goals, and its historical and cultural
significance.
PO12: Employability: With our learner's long-term professional pursuits being quite varied, many are
drawn to careers that require scientific skills or technical expertise or strong quantitative reasoning
abilities. As such, at the end of the programme students will be able to increase their employability
through subject knowledge and additional skills.
PEO1: Academic & Professional Excellence
Produce Graduates to excel in advanced academic pursuits (like Ph.D. programs) or establish themselves as proficient professionals in core and applied mathematics sectors such as data science, mathematical modelling, actuarial science, cryptography, and scientific computing.
PEO2: Multidisciplinary Problem-Solving
Graduates will apply deep mathematical knowledge and computational skills innovatively to formulate,
analyze, and-solve complex, real-world problems in interdisciplinary settings, including engineering, physical sciences, and social sciences.
PEO3: Leadership, Communication, and Ethical Responsibility
Graduates will demonstrate leadership, effective communication, and teamwork skills in their
professional environments, adhering to high ethical standards and contributing positively to their
organizations and communities.
PEO4: Adaptability and Lifelong Learning
Graduates will exhibit the ability to adapt to evolving technological landscapes, engage in continuous
skill enhancement, and remain abreast of contemporary developments in mathematics and its allied
fields through self-directed learning and professional development.
