Programs & Syllabus ( with PO, PSO, CO)

B.Sc. Mathematics, M. Sc. Mathematics & Ph..D. Programme in Mathematics

Core Courses

• Core I – MM1CRT01: Foundation of Mathematics
• Core II – MM2CRT01: Analytic Geometry, Trigonometry and Differential Calculus
• Core III – MM3CRT01: Calculus
• Core IV – MM4CRT01: Vector Calculus, Theory of Numbers and Laplace Transforms
• Core V – MM5CRT01: Mathematical Analysis
• Core VI – MM5CRT02: Differential Equations
• Core VII – MM5CRT03: Abstract Algebra
• Core VIII –Human rights and Mathematics for Environmental Studies.
• Core IX – MM6CRT01: Real Analysis
• Core X – MM6CRT02: Graph Theory and Metric Spaces
• Core XI – MM6CRT03: Complex Analysis
• Core XII – MM6CRT04: Linear Algebra
• Choice based Core- MM6CBT01: Operations Research
  

Complementary Courses

• MM1CMT01: Partial Differentiation, Matrices, Trigonometry and Numerical Methods
• MM2CMT01:Integral Calculus and Differential Equations
• MM3CMT01 :Vector Calculus, Analytic Geometry and Abstract Algebra
• MM4CMT01 : Fourier Series, Laplace Transform and Complex Analysis
  

Open Course

• MM5OPT02: Applicable Mathematics 

Practical

• MM6PRT01: Project

Courses

• ME010101 Abstract Algebra Theory
• ME010102 Linear Algebra Theory
• ME010103 Basic Topology Theory
• ME010104 Real Analysis
• ME010105 Graph Theory
• ME010201 Advanced Abstract Algebra
• ME010202 Advanced Topology
• ME010203 Numerical Analysis with Python
• ME010204 Complex Analysis
• ME010205 Measure and Integration
• ME010301 Advanced Complex Analysis
• ME010302 Partial Differential Equations
• ME010303 Multivariate Calculus and Integral Transforms
• ME010304 Functional Analysis
• ME010305 Optimization Techniques
• ME010401 Spectral Theory
• ME010402 Analytic Number

Elective Courses

• ME810401 Probability Theory
• ME810402 Operations Research
• ME810403 Coding Theory
  

Practical

• Dissertation
• Comprehensive Viva

• Stochastic Modelling and Analysis
• Queuing Theory
• Inventory Models
• Reliability Theory
• Fuzzy Mathematics
• History of Mathematics