| Program Description |
Program Outcomes
1. To develop problem-solving skills and apply them independently to problems in pure and applied mathematics.
2. To develop abstract mathematical thinking.
3. To improve the abilities of students which will be helpful to qualify competitive examinations.
4. Apply knowledge of Mathematics, in all the fields of learning including higher research.
5. Work effectively as an individual, and also as a member or leader in multilinguistic and multi-disciplinary teams.
6. To qualify lectureship and fellowship exams such as NET, GATE, SET etc. 7. Understand the basic concepts, fundamental principles and mathematical theories related to various courses and their relevance to other sciences.
Program Specific Outcomes
1. To solve the problems in mass and heat transfer by using the methods on partial differential equations.
2. To train the students to handle the differentiation and integration in higher dimensions.
3. To solve real-life problems using numerical and wavelet analysis.
4. To use mathematical software to analyse the dynamical systems.
5. To study abstract structures.
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