Developing analytical thinking, logical reasoning, and quantitative problem-solving skills through advanced mathematical studies.
The Bachelor of Science (B.Sc.) in Mathematics is a comprehensive undergraduate programme designed to develop strong analytical, computational, and problem-solving abilities. The programme provides a rigorous foundation in pure and applied mathematics while fostering logical reasoning and scientific thinking.
The curriculum covers key areas including Differential and Integral Calculus, Matrices, Geometry, Differential Equations, Algebra, Mathematical Methods, Group Theory, Ring Theory, Linear Algebra, Complex Analysis, Numerical Analysis, Operations Research, and Integral Transforms.
Through theoretical learning, practical applications, mathematical modelling, and research-oriented activities, students gain the skills required to solve complex quantitative problems across scientific, technological, and industrial domains.
Graduates are well prepared for careers in education, research, data analytics, banking, finance, actuarial science, information technology, government services, and higher studies in Mathematics and related disciplines.
Mathematics Stream
Building mathematical knowledge, analytical thinking, and problem-solving abilities for academic and professional success.
Semester-wise academic structure of the B.Sc. Mathematics programme.
| Year | Semester | Course Code | Course Title | Type | Credits |
|---|---|---|---|---|---|
| First Year | Semester I | B030101T | Differential Calculus & Integral Calculus | Theory | 4 |
| B030102P | Practical | Practical | 2 | ||
| Semester II | B030201T | Matrices and Differential Equations & Geometry | Theory | 6 | |
| B030202T | Calculus & Matrices (Minor Paper) | Theory | 6 | ||
| Second Year | Semester III | B030301T | Algebra & Mathematical Methods | Theory | 6 |
| Semester IV | B030401T | Differential Equation & Mechanics | Theory | 6 | |
| B030402T | Differential Equation & Integral Transforms (Minor) | Theory | 6 | ||
| B030403R | Research Project | Project | 3 | ||
| Third Year | Semester V | B030501T | Group and Ring Theory & Linear Algebra | Theory | 5 |
| B030502T | Number Theory & Game Theory / Graph Theory & Discrete Mathematics / Differential Geometry & Tensor Analysis | Theory | 5 | ||
| Semester VI | B030601T | Metric Space & Complex Analysis | Theory | 4 | |
| B030602T | Operations Research & Numerical Analysis | Theory | 4 | ||
| B030603P | Practical | Practical | 2 | ||
| Total Programme Credits | 59 | ||||
A structured progression from foundational mathematical concepts to advanced analytical and applied mathematics.
Total Credits Across Six Semesters: 59 Credits
Guidelines to support academic excellence, mathematical proficiency, and professional development throughout the programme.
Students are expected to maintain the minimum attendance prescribed by the University and College regulations to remain eligible for examinations and academic activities.
Mathematics requires consistent practice. Students should regularly solve problems, complete tutorials, and engage in self-study to strengthen conceptual understanding.
Students are encouraged to utilize textbooks, reference materials, e-resources, mathematical software, and online learning platforms for deeper understanding.
Academic performance is assessed through class tests, assignments, quizzes, presentations, practical work, and project-based evaluations as prescribed by the curriculum.
Students should focus on developing logical reasoning, analytical thinking, and mathematical modelling skills to solve real-world problems effectively.
Students are encouraged to participate in seminars, projects, workshops, and research activities while utilizing computational tools and modern mathematical software.
Students must adhere to the academic regulations, examination rules, project requirements, and code of conduct prescribed by Smt. Indira Gandhi PG College and Maharaja Suhel Dev State University. Active participation in lectures, tutorials, assignments, seminars, projects, and continuous assessment activities contributes significantly to academic success and professional growth.
Comprehensive academic support and vibrant student engagement opportunities.
