Instructor:
S. Natesan, Office: E 308, Extn. 2613
Policy of Attendance Attendance in all lecture and tutorial classes is compulsory. Students, who do not meet 75% attendance requirement will not be allowed to write the end semester examination. For attendance in the classes, attendance sheets will be circulated. Each student is expected to sign against his/her name only. In case, any student is found marking proxy for some other student, an appropriate disciplinary action will be taken on both students involved in the proxy matter. Random attendance will also be taken.
Errors; Iterative methods for nonlinear equations; Polynomial interpolation, spline interpolations; Numerical integration based on interpolation, quadrature methods, Gaussian quadrature; Initial value problems for ordinary differential equations  Euler method, RungeKutta methods, multistep methods, predictorcorrector method, stability and convergence analysis; Finite difference schemes for partial differential equations  Explicit and implicit schemes; Consistency, stability and convergence; Stability analysis (matrix method and von Neumann method), Lax equivalence theorem; Finite difference schemes for initial and boundary value problems (FTCS, Backward Euler and CrankNicolson schemes, ADI methods, Lax Wendroff method, upwind scheme).
Texts:
References:
Venue:
No make up examinations will be held. Recently updated on July 3, 2017.

