Contents:
The focus of this course would be the numerical solution of
hyperbolic PDEs using 
higher order Godunov-type schemes. The two-week course will
cover both basic 
and advance topics. The contents of the course are: Finite
Difference methods for 
Linear Hyperbolic problems, Nonlinear scalar, and system of
conservation laws: 
Riemann Problems, Riemann Solvers, Stability, Higher order
WENO schemes. 
ADER-WENO schemes, Multidimensional Riemann Solvers,
Discontinuous Galerkin 
schemes, Constraint Preservation, Entropy Stable Schemes,
Application to 
Compressible flows, Relativistic MHD, Extended MHD and
Rarefied Gases.

Target Audience:
You are a student at level B.Tech./M.Sc./M.Tech./PhD level
with interest in 
numerical methods and its applications.
You are a researcher, scientist, engineer or applied
mathematician from reputed 
technical institutes, research institutes, R&D labs or
industries, with interest in 
hyperbolic PDEs and related application.
You are a student or faculty from IIT Delhi interested in
hyperbolic PDEs and 
related applications. The course will be of 2 credits in IIT
Delhi Curriculum and can 
be credited by the students and research scholars.

Fees:
The participation fees for taking the course is as follows:

Research Scholars/Students (Non-IIT Delhi): Rs. 7500
Faculty (Non-IIT Delhi): Rs. 15000
Working Professional (Non-IIT Delhi): Rs. 20000
The course is free of cost for IIT Delhi participants.
The above fee includes all instructional materials, computer
use for tutorials and 
assignments, laboratory equipment usage charges, 24-hour
free internet facility. 
The participants will be provided with accommodation on
payment basis.

Practical Information:
To register for the course please register yourself at GIAN
website:  
http://www.gian.iitkgp.ac.in/

You can then register for the course. Depending on the
number of final application, 
candidates will be shortlisted for the course.