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Geometric analysis of transcendental solutions of nonlinear systems

Modern science derives its power from mathematics. The project aims to capture, identify and describe pivotal, transcendental solutions of nonlinear systems that are universal in sc more...

Supervisor(s): Joshi, Nalini (Professor), Radnovic, Milena (Dr)

Geometry and Asymptotics of Integrable Systems

The field of integrable systems is relatively young but has stimulated great interest amongst physicists (in the theory of random matrices, string theory, or quantum gravity) and ma more...

Supervisor(s): Joshi, Nalini (Professor)

Non-linear cointegrating regression: Theory and Applications

This project will develop estimation and inference theory in non-linear cointegrating regression.  Empirical applications in money demand, trading data and various real time se more...

Supervisor(s): Wang, Qiying (Professor)