Course Information & Syllabus
Eligibility
Graduation.
Semester I
AM1CP1 Algebra
AM1CP2 Real Analysis-I
AM1CP3 Ordinary differential equations
AM1CP4 Discrete Mathematics
AM1CP5 Fundamentals of Statistics
Semester II
AM2CP1 Partial differential equations
AM2CP2 Analysis-II
AM2CP3 Fourier Series and special functions
AM2CP4 Operations research
AM2CP5 Integral equations and transforms
Semester III
AM3CP1 Topology
AM3CP2 Complex Analysis-I
AM3CP3 Classical Mechanics
AM3OP4(1) Measure and integration
AM3OP4(2) Optimization Techniques
AM3OP4(3) Automata and langagues
AM3OP5(1) Computer fundamentals and Programming in C
AM3OP5(2) Applied Stochastic process with matlab
AM3OP5(3) Numerical analysis through C
Semester IV
AM4CP1 Functional Analysis
AM4CP2 Complex analysis- II
AM4CP3 Mechanics of solids
AM4OP4(1) Automata and Machines
AM4OP4(2) BioMechanics
AM4OP4(3) Fluid mechanics
AM4OP4(4) Fuzzy sets and Fuzzy logic
AM4OP4(5) Theory of Reliability
AM4OP5(1) Numerical solution of differential equations
AM4OP5(2) Advanced Linear Algebra
AM4OP5(3) Finite element method
AM4OP5(4) Graph theory
AM4OP5(5) Programmin g in c++