Department of Mathematics

Program Outcomes B. Sc
(Hons.) and M.Sc

This undergraduate course in Mathematics would provide the opportunity to the students:

• To understand the basic laws and explore the fundamental concepts of Mathematics.
• To carry out experiments to understand the laws and concepts of Mathematics.
• To apply the theories learnt and the skills acquired to solve real time problems.
• To acquire a wide range of problem solving skills, both analytical and technical and to apply them.
• To enhance the student’s academic abilities, personal qualities and transferable skills this will give them an opportunity to develop as responsible citizens.
• To produce graduates who excel in the competencies and values required for leadership to serve a rapidly evolving global community.
• To motivate the students to pursue PG courses in reputed institutions.

Programme Specific Outcomes

• Create a hypothesis and appreciate how it
  relates to broader theories.
• Evaluate hypotheses, theories, methods and evidence within their proper contexts.
• Solve complex problems by critical understanding, analysis and synthesis.
• Demonstrate engagement with current research and developments in the subject.
• Critically interpret data, write reports and apply the basics of rules of evidence.
• Select, interpret and critically evaluate information from a range of sources that include books, scientific reports, journals, case studies and the internet.
• Develop proficiency in the analysis of complex physical problems and the use of mathematical or other appropriate techniques to solve them.
• Criticize mathematical arguments developed by themselves and others.
• Communicate effectively by oral, written, computing and graphical means.
• Recognize the need to engage in lifelong learning through continuing education.