Department of Mathematics

These Program-Specific Outcomes capture the multidimensional skills, knowledge, and abilities that graduates of the Bachelor of Science in Mathematics program will possess. Continuous assessment and feedback mechanisms should be established to ensure the achievement of these outcomes and the ongoing improvement of the program.

PSO1 : Apply Mathematical Techniques to Real-World Phenomena: Utilize methods based on partial differential equations to solve problems in mass and heat transfer, demonstrating the ability to apply advanced mathematical concepts to real-world scenarios.

PSO2 :Translate Verbal Information into Mathematical Form : Apply skills and knowledge to translate verbal information into mathematical representations, selecting appropriate techniques for data processing and drawing relevant conclusions.

PSO3 :Foster Positive Attitude Towards Mathematics:  Cultivate a positive attitude towards mathematics as an intriguing and valuable subject of study, promoting enthusiasm for exploring its applications and intricacies.

PSO4 :Recall Basic Mathematical Facts and Conventions: Demonstrate the ability to recall basic mathematical facts, notations, and terminology, ensuring a foundational understanding of mathematical conventions.

PSO5 :Equip for Mathematical Modeling and Problem Solving: Equip students with mathematical modeling abilities, problem-solving skills, creativity, and effective communication, preparing them for diverse employment opportunities.

PSO6 :Awareness of Global and Local Issues: Gain exposure to global and local concerns within mathematical sciences, showcasing an awareness of the broader implications of mathematical study.

PSO7 :Utilize Mathematical Software for Analysis: Utilize mathematical software tools such as Scilab and Python to analyze and solve mathematical problems, showcasing computational skills for complex calculations.

PSO8 :Solve Real-Life Problems with Numerical Analysis: Apply numerical analysis techniques to solve practical problems, effectively addressing real-life challenges using mathematical methods.

PSO9 :Explore Abstract Mathematical Structures: Study and comprehend abstract mathematical structures, demonstrating an understanding of advanced mathematical concepts and their applications.

PSO10 :Cultivate Critical Thinking: Develop critical thinking skills to analyze, evaluate, and solve mathematical problems with depth and innovative reasoning.

PSO11 :Formulate Logical Mathematical Arguments: Construct logical and coherent mathematical arguments, displaying proficiency in building rigorous proofs and communicating mathematical reasoning.