Research Projects

The proposed research work results in efficient computing techniques to solve multi-dimensional FPDEs. Detailed convergence theory and stability analysis of the discrete nonlinear equations will be designed via radial basis network and fuzzy modelling by using optimal discretization techniques. A comparative study employing fuzzy modelling, radial basis, and deep learning will be a milestone in the area of non-conventional partial differential equations. The research work continues to develop efficient computing techniques for nonlinear elliptic and hyperbolic partial differential equations in fractal media.