Mathematics

Academic Programmes

The Department of Mathematics offers following programmes:

Year – 1
Semester – I
Course Code Course Title Credit Hours
MATH – 1101 Calculus– I (Major Course) 3
MATH – 1203 Discrete Mathematics (Major Course) 3
ALMATH – 1101 Basic Mathematics(Allied Course) 3
ALMATH – 1102 Calculus (for students of Physics and Electronics)(Allied Course) 3
Semester – II
MATH – 1201 Calculus – II (Major Course) 3
MATH – 1202 Number Theory (Major Course) 3
ALMATH-1201 Pre Calculus (Allied Course) 3
ALMATH-1202 Advanced Calculus (for students of Physics and Electronics) (Allied Course) 3
Year – 2
Semester – III
Course Code Course Title Credit Hours
MATH – 2101 Calculus – III 3
MATH – 2102 Programming Languages for Mathematicians 3
ALMATH – 2101 Differential Equations (for students of Physics and Electronics) (Allied Course) 3
ALMATH – 2102 Calculus (for students of Chemistry, Economics,Statistics and Business Accounting & Finance) (Allied Course) 3
Semester – IV
MATH – 2201 Algebra – I 3
MATH – 2202 Computing Tools for Mathematicians 3
MATH – 2203 Probability Theory 3
ALMATH-2203 Optimization Theory I (for students of Economics, Statistics and Business Accounting& Finance) 3
ALMATH-2204 Coordinate Geometry(for students of Physics and Electronics) 3
ALMATH-2205 Calculus of Several Variable (for students of Chemistry) 3
Year – 3
Semester – V
Course Code Course Title Credit Hours
MATH – 3101 Algebra – II 3
MATH – 3102 Vector & Tensor Analysis 3
MATH – 3103 Mathematical Statistics 3
MATH – 3104 Numerical Analysis 3
MATH – 3105 Ordinary Differential Equations 3
MATH – 3106 Real Analysis-I 3
Semester – VI
MATH – 3201 Algebra – III 3
MATH – 3202 Classical Mechanics 3
MATH – 3203 Complex Analysis 3
MATH – 3204 Mathematical Spaces 3
MATH – 3205 Partial Differential Equations 3
MATH – 3206 Real Analysis - II 3
Year – 4 
Semester – VII
Course Code Course Title Credit Hours
MATH – 4101 Functional Analysis 3
Elective Course-I 3
Elective Course-II 3
MATH – 4299 Research Project/Dissertation 3
Students can opt one of the following Elective Course
MATH – 4102 Abstract Algebra – I 3
MATH – 4103 Advanced Calculus-I (Numerical Solutions of PDE) 3
MATH – 4104 Advanced Numerical Analysis - I 3
MATH – 4105 Astronomy - I 3
MATH – 4106 Differential Geometry - I 3
MATH – 4107 Electromagnetism - I 3
MATH – 4108 Fluid Dynamics - I 3
MATH – 4109 Group Theory - I (Fundamentals) 3
MATH – 4110 History and Philosophy of Mathematics-I 3
MATH – 4111 Measure Theory - I 3
MATH – 4112 Modern Algebra - I (Galios Theory & Applications) 3
MATH – 4113 Non-Linear Systems - I 3
MATH – 4114 Numerical Solutions of Partial Differential Equations-I 3
MATH – 4115 Operation Research - I 3
MATH – 4116 Projective Geometry - I 3
MATH – 4117 Quantum Mechanics - I 3
MATH – 4118 Relativity - I 3
MATH – 4119 Software Engineering - I (Design and Development) 3
MATH – 4120 Theory of Processes - I 3
MATH – 4121 Theory of Splines - I 3
MATH – 4122 Topology - I (Topological Dimension Theory) 3
Semester – VIII
MATH – 4201 Modeling & Simulation 3
MATH – 4202 Optimization Theory 3
Elective Course 3
MATH – 4299 Research Project/Dissertation 3
Students can opt one of the following Elective Course
MATH – 4203 Abstract Algebra – II 3
MATH – 4204 Advanced Calculus-II (Integral Equations) 3
MATH – 4205 Advanced Numerical Analysis - II 3
MATH – 4206 Astronomy - II 3
MATH – 4207 Differential Geometry - II 3
MATH – 4208 Electromagnetism - II 3
MATH – 4209 Fluid Dynamics - II 3
MATH – 4210 Group Theory - II (Study of Symmetries) 3
MATH – 4211 History and Philosophy of Mathematics - II 3
MATH – 4212 Measure Theory - II 3
MATH – 4213 Modern Algebra - II (Commutative Rings and Fields) 3
MATH – 4214 Non-Linear Systems - II 3
MATH – 4215 Numerical Solutions of Partial Differential Equations-II 3
MATH – 4216 Operation Research - II 3
MATH – 4217 Projective Geometry - II 3
MATH – 4218 Quantum Mechanics - II 3
MATH – 4219 Relativity - II 3
MATH – 4220 Software Engineering - II (Analysis) 3
MATH – 4221 Theory of Processes - II 3
MATH – 4222 Theory of Splines - II 3
MATH – 4223 Topology - II (Differential Topological) 3
Year - I
Semester – I
Course Code Course Title Credit Hours
MATH - 301 Real Analysis - I 3
MATH - 302 Abstract Algebra 3
MATH - 303 Complex Analysis 3
MATH - 304 Ordinary Differential Equations 3
MATH - 305 Vector and Pencil Analysis 3
MATH - 306 Discrete Structures & Computer Tools 3
Semester – II
MATH - 351 Real Analysis - II 3
MATH - 352 Typology 3
MATH - 353 Numerical Analysis - I 3
MATH - 354 Classical Mechanics 3
MATH - 355 Linear Algebra 3
MATH - 356 Partial Differential Equations 3
Year - 2
Semester – III
Course Code Course Title Credit Hours
MATH - 401 Measure Theory 3
MATH - 402 Functional Analysis 3
MATH - 403 Numerical Analysis - II 3
MATH - 404 Mathematical Statistics - I 3
Optional Course 3
Optional Course 3
Optional Course
MATH - 405 Advanced Abstract Algebra - I 3
MATH - 406 Advanced Calculus - I (Numerical Solution of PDE) 3
MATH - 407 Advanced Numerical Analysis 3
MATH - 408 Astronomy - I 3
MATH - 409 Advanced Differential Geometry - I 3
MATH - 410 Electromagnetism - I 3
MATH - 411 Fluid Dynamics - I 3
MATH - 412 Modern Algebra - I (Galios Theory & Applications) 3
MATH - 413 Non-Linear System - I 3
MATH - 414 Numerical Solutions of Partial Differential Equations - I 3
MATH - 415 Operation Research - I 3
MATH - 416 Projective Geometry - I 3
MATH - 417 Relativity - I 3
MATH - 418 Software Engineering - I (Design & Development) 3
MATH - 419 Rings and Modules 3
Semester – IV
Course Code Course Title Credit Hours
MATH - 451 Mathematical Physics 3
MATH - 452 Differential Geometry 3
MATH - 453 Graph Theory 3
MATH - 454 Mathematical Statistics - II 3
Optional Course 3
Optional Course 3
Optional Course
MATH - 455 Advanced Abstract Algebra - II 3
MATH - 456 Advanced Calculus - II (Integral Equations) 3
MATH - 457 Advanced Numerical Analysis - II 3
MATH - 458 Astronomy - II 3
MATH - 459 Advanced Differential Geometry - II 3
MATH - 460 Electromagnetism - II 3
MATH - 461 Fluid Dynamics - II 3
MATH - 462 Modern Algebra - II 3
MATH - 463 Non-Linear System - II 3
MATH - 464 Numerical Solutions of Partial Differential Equations - II 3
MATH - 465 Operation Research - II 3
MATH - 466 Projective Geometry - II 3
MATH - 467 Relativity - II 3
MATH - 468 Software Engineering - II (Design & Development) 3
Year - I
Semester – I
Course Code Course Title Credit Hours
Students will studyTwo Core Courses 3+3
Students will studyTwo Optional Courses 3+3
Semester – II
Students will study Four Optional Courses 3+3+3+3
Year - II
Semester – III & IV
Course Code Course Title Credit Hours
MATH-7299 Thesis 12
Core Subjects Credit Hours
MATH-7101 Advanced Topology 3
MATH-7103 Advanced Algebra 3
MATH-7102 Algebraic Geometry 3
MATH-7104 Advance Functional Analysis 3
MATH-7105 Numerical analysis 3
Optional Subjects for M. Phil/PhD Programmes
MATH-7106 Advanced Group Theory 3
MATH-7108 Algebraic Topology 3
MATH-7109 Algebraic Number Theory 3
MATH-7110 Approximation Theory 3
MATH-7111 Commutative Algebras 3
MATH-7112 Computer Algebra 3
MATH-7113 Constructive Approximation 3
MATH-7115 Differential Topology 3
MATH-7116 Di Topology 3
MATH-7117 Distribution Theory 3
MATH-7119 Fourier Analysis and its Applications in Signal Analysis and Image Processing 3
Math-7120 Galois Theory 3
Math-7121 Geo Mathematics 3
Math-7123 Graph Theory and Applications 3
Math-7124 Inverse Problem 3
Math-7126 Knot Theory 3
Math-7128 Advanced Special Functions and their applications 3
Math-7133 Numerical Approximation Theory 3
Math-7134 Numerical Solution of Partial Differential Equations 3
Math-7135 Non linear Dynamics and Control theory 3
Math-7136 Valuation Theory 3
Math-7137 Theory of Semi Rings 3
Math-7138 Fluid Dynamics 3
Math-7139 Discrete Mathematics 3
Math-7140 Number Theory 3
Math-7141 Theory of Semi Rings 3
Math-7142 Advanced Topics in Rings and Modules 3
Math-7143 Nonlinear Systems 3
Math-7144 Functional Mathematics 3
Math-7145 Homological Algebra 3
Math-7146 Graph Labeling 3
Math-7147 Numerical methods for Partial Differential Equations - I 3
Math-7148 Numerical methods for Partial Differential Equations - II 3
Note: An optional course will be offered subject to availability of the instructor.
Information will be uploaded shortly.