Approved By: UGC NAAC NCTE
|
Duration: 3 Years |
Eligibility: 10+2 or Equivalent |
Course Duration: Three Year (Semester System)
Course Eligibility : 10+2 in Science with at least 50 % marks or Equivqlent CGPA
Admission Criteria: Merit in qualifying examination, subject to eligibility criteria.
Entrance/Eligibility Test: As per University Rules
Programme Mode: Regular
Course Syllabus
Semester – I
|
Course Code |
Course Title |
|
MTB 101 |
Algebra |
|
MTB 102 |
Calculus |
Semester – II
|
MTB 201 |
Statics & Dynamics |
|
MTB 202 |
Multivariable Calculus |
Semester – III
|
MTB 301 |
Differential Equations |
|
MTB 302 |
Tensor & Geometry |
Semester – IV
|
MTB 401 |
Partial Differential Equations |
|
MTB 402 |
Mathematical Methods |
Semester – V
|
MTB 501 |
Analysis-I |
|
MTB 502 |
Abstract Algebra |
|
MTB 503 |
Programming in C |
|
MTB 504 |
Differential Geometry |
|
MTB 505 |
Discrete Mathematics |
|
Elecitive – I ( Any one of the following courses) |
|
|
MTB 506 |
Combinatorial Mathematics |
|
MTB 507 |
Business Mathematics |
|
MTB 508 |
Special Theory of Relativity-I |
|
MTB 509 |
Computational Mathematics Lab-I |
Semester – VI
|
MTB 601 |
Analysis-II |
|
MTB 602 |
Linear Algebra |
|
MTB 603 |
Numerical Analysis |
|
MTB 604 |
Mechanics |
|
MTB 605 |
Operations Research |
|
Elecitive – II ( Any one of the following courses) |
|
|
MTB 606 |
Number Theory |
|
MTB 607 |
Probability |
|
MTB 608 |
Advanced Differential Geometry |
|
MTB 609 |
Special Theory of Relativity-II |
|
MTB 610 |
Computational Mathematics Lab-II. |
|
MTB 611 |
Project |