WEL COME TO DEPARTMENT OF MATHEMATICS
“Mathematics is queen of the sciences and Number theory is the queen of Mathematics”
– Carl Friedrich Gauss
Academics
The of Mathematics department offers following courses:
Admission:
| Program | Selection criteria | Intake |
|---|---|---|
| F.Y. B.Sc. | 12th science with mathematics or equivalent examination. | As per the enrollment of the student |
| S.Y. B.Sc | F.Y. B.Sc. ,as per University rules | As per the enrollment of the student |
| T.Y. B.Sc | S.Y. B.Sc.(With Mathematics)or T.Y. B.Sc Computer Science as per University rules. | As per the enrollment of the student |
Syllabus
- F.Y.B.Sc – Syllabus- Click Here
Semester I
| Course | Subject code | Discipline Specific Core Course (DSCC) |
|---|---|---|
| Theory | MT-111 | Algebra ( 2 credit , 36 L) |
| Theory | MT- 112 | Calculus – I (2 credit, 36 L) |
| Practical | MT-113 | Mathematics Practical (1.5 Credit, 46.8 L) |
Semester II
| Course | Subject code | Discipline Specific Core Course (DSCC) |
|---|---|---|
| Theory | MT-121 | Analytical Geometry ( 2 credit , 36 L) |
| Theory | MT- 122 | Calculus- II (2 credit, 36 L) |
| Practical | MT-123 | Mathematics Practical (1.5 Credit, 46.8 L) |
Pattern of examination
semester Pattern = 50 Marks / Paper
University Examination = 35 Marks
Internal Examination = 15 marks
- S.Y. B.Sc – Syllabus- Click Here
| Semester III | Semester IV |
|---|---|
|
Paper I MT-231: Calculus of Several Variables Paper II MT-232(A): Numerical Methods and Its Applications Paper III MT-233: Mathematics Practical based on MT-231 and MT- 232 |
Paper I MT-241:Linear Algebra Paper II MT-242(A): Vector Calculus Paper III MT-243: Mathematics Practical based on MT-241 and MT-242 |
| Pattern of examination semester Pattern = 50 Marks / Paper University Examination = 35 Marks Internal Examination = 15 marks |
|
- T.Y. B.Sc – Syllabus- Click Here
| Semester V | Semester VI |
|---|---|
| MT 351– Metric Space MT 352 – Real Analysis l MT 353 –Group Theory MT 354 –Ordinary Differential Equation MT 355(A) – Operations Research MT 356(A) Machine Learning-I MT 357 Practical Course lab-1 ( on Metric Space and Real Analysis l) MT 358 Practical Course lab-2 ( on Group theory and Ordinary Differential Equation) MT 359 Practical Course lab-3 ( on Operations Research and Machine Learning-I) MT-3510 Programing in Python-I MT-3511 LaTeX for scientific writing |
MT 361– Complex Analysis MT 362 – Real Analysis II MT 363 –Ring Theory MT 364 –Partial Differential Equation MT 365(A) – Optimization Techniques MT 366(A) Machine Learning-II MT 367 Practical Course lab-1 ( on Complex Analysis and Real Analysis II) MT 368 Practical Course lab-2 ( on Ring theory and Partial Differential Equation) MT 369 Practical Course lab-3 ( on Optimization Techniques and Machine Learning-II) MT-3610 Programing in Python-II MT-3611 Mathematics into LaTeX |
| Pattern of examination semester Pattern = 50 Marks / Paper University Examination = 35 Marks Internal Examination = 15 marks |
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