Please visit this page as often as you please as new opportunities may arise for some of you interested in this area.
In solving many (NOT all) problems of classical physics, one essentially performs quasiconformal maps. Thus developing fast algorithms for generating quasiconformal maps is a fundamental problem. It is useful not only for solving applied problems but also for pure mathematics such as computing Teichmuller maps. To see this scope of Qmaps, Click here and here and here and here.
We have developed necessary tools for generating quasiconformal maps in an efficient manner and very few poublications by us on this can be found through the following link. The algorithms that you find in the papers in this link need further refinement and improvement as well as need to be applied to a wide variety of interesting problems.