Ph.D. in Computational and Integrative Sciences

The School encourages intake from multiple disciplines into its Ph. D. programme, which are grouped with independently specified intake requirements as-

- (a) Physical Sciences (Track 1)
- (b) Biological Sciences (Track 2) and
- (c) Mathematical and Computer Sciences (Track 3),
to provide an optimal peer-group of analytical, domain and computational skills within each program. The School offers advanced courses for the Ph.D. students to complete the credit requirements as per the UGC/University guidelines.

The research programs are supported by good computational and communication infrastructure. Each student is provided with a desktop/workstation, and the School manages a centralized facility for high-performance computers, consisting of computer clusters with multiprocessor nodes, large-memory nodes and GPUs to facilitate specialized research. The school takes pride in being among the country’s best institutions in imparting high-value employability-related skills to its students such as in genomics data analytics, multiscale molecular simulations, data science and financial modelling and simulation.

Areas of Research 
Some of the frontier areas of research conducted at the school are:
  • Computational Genomics and Next Generation Sequencing.
  • Applied data analytics and machine learning.
  • Plant Biology: Genomics, Epigenomics and Genome Editing Single Cell Genomics,
  • Multi-omics and Systems Biology.
  • Cheminformatics and Drug Discovery.
  • Genome-wide Application of Information Theory and Pattern Recognition Methods.
  • DNA-Protein Interactions.
  • Nucleosome Dynamics.
  • Genome Organisation and Function Biomechanics.
  • Mathematical Modeling of the biological systems.
  • Stochastic and Nonlinear Dynamics Applied to Biological Systems.
  • Monte Carlo Simulation Techniques to Explore the Energy Landscape of Water Clusters and Biomolecules Structure.
  • Function, dynamics of calcium-binding proteins.
  • Development of a Bacterial Cell Model: diffusion and hydrodynamics.
  • Effect of Molecular Crowding on Biomolecular Systems.
  • Mathematical biology.
  • Graph Theory and Petri-Nets optimization techniques.
  • Application of Network Theory in Social and Financial Systems.
  • Econophysics and Sociophysics- Application of Physics to Model Socio-Economic Systems.
  • Wireless communication and Applications in Biology, including wearable/implantable devices as antennas/sensors.
  • High Performance Computing and Cyber infrastructure.
  • Biomolecular Interactions, nano- and bio-sensor for clinical, food and environment applications.