Graph theory is a classical area of research that examines mathematical structures used to model pairwise relations between objects. Graphs turn out to be a very versatile tool for modelling various application scenarios, including, but not limited to, computational biology, computational neuroscience, communication network design, VLSI-design, traffic optimisation, route planning, computer vision, network visualisation, and so on. Both the structural and algorithmic aspects of graph theory are fundamental to these application scenarios.

 

The objective of this summer school is to provide a forum for learning and discussing several foundational aspects of structural graph theory, interleaved with perspectives from algorithmic graph theory. Even traditionally, there has been a strong interplay between these two broadly defined aspects of graph theory: structural results are often exploited to design efficient algorithms, and on the other hand, many structural insights are obtained by procedural proofs which have an algorithmic flavour. The lectures in this school are designed to provide exposure to both these aspects, and also emphasizes engineering aspects by having lab sessions where participants will implement several of the algorithms that they encounter, understand benchmarking techniques and explore real-world data sets.