Applied Mathematics based modelling

Numerical methods, ODE's and PDE's, Financial mathematics, Fuzzy logic, Nonlinear problems, Bifurcations, Stability, Fractional calculus 

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Operation Research Based Modelling

Transportation sciences, Job scheduling, Project management, Evolutionary Computation, Evolutionary methods

 

Modeling

Model formulation, Automation of modeling, Qualitative modeling, Modular modeling and interdisciplinary modeling, Learning networks / uncertainties in modeling, Methodologies for model validation, Fitting mathematical models to real processes, Multiscale modeling

 

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Mathematical Modeling in Applications of Fundamental Physics

Weather forecast, Climate change, Earth science, Planetary science, Biophysics, Materials science, Prediction of natural phenomena, Interdisciplinary applications

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Computational Materials Science

Semiconductor devices, thin films, Superconductors, Organic molecules, Bioelectronics, Optoelectronic device and solar cell devices, Density functional theory, Liquid Metals & Alloys, Amorphous System

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Theoretical Physics

High-energy physics, Particle physics, Nuclear physics, Atomic physics, Molecular physics, Gravitation, Cosmology, Astrophysics, Plasma physics, Electrodynamics, Fluid dynamics, Condensed-matter physics, Chemical physics, Chaos, Statistical physics

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Scientific Computation based modelling