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Outcome

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Out Come based Education

In Mathematics focuses on clearly defined learning outcomes that students are expected to achieve by the end of a course or program. It shifts the emphasis from what is taught to what students are expected to learn and demonstrate.

Program Outcome

In sample Program Outcomes for a Mathematics degree program, designed under the outcome – Based Education framework. These outcomes describe the broad competencies students are expected to attain by the end of the program.

Program Educational Objectives

  • Core Knowledge:
    Graduates will have a strong foundation in pure and applied mathematics, enabling them to analyze, formulate, and solve mathematical problems across a range of domains.
  • Higher Education and Research:
    Graduates will be prepared to pursue higher studies or research in mathematics and related disciplines such as statistics, computer science, data science, actuarial science, or education.
  • Professional and Career Development:
    Graduates will be capable of applying mathematical thinking in careers such as teaching, finance, industry, and government services, with the ability to adapt to emerging trends and technologies.
  • Ethics and Social Responsibility:
    Graduates will demonstrate ethical responsibility, teamwork, communication skills, and a commitment to lifelong learning while contributing to societal and global needs through mathematical knowledge.

Program Specific Outcomes

  • PSO1: Mathematical Knowledge and Problem Solving
    Apply fundamental principles of pure and applied mathematics to solve theoretical and real-world problems.
  • PSO2: Mathematical Modelling and Computation
    Formulate and analyze mathematical models using appropriate techniques and tools, including software and programming languages.
  • PSO3: Research and Analytical Skills
    Develop logical reasoning, analytical thinking, and research aptitude to explore mathematical problems and contribute to new knowledge.
  • PSO4: Interdisciplinary Applications
    Integrate mathematical methods with other disciplines such as physics, computer science, economics, and data science to address complex issues.
  • PSO5: Communication and Lifelong Learning
    Communicate mathematical concepts clearly and effectively, and engage in continuous learning for academic or professional advancement.