Extremal Graph Theory: Combinatorial Optimization

The theory of extremal graphs is a fascinating area of combinatorics, focused on analyzing the limits and optimal structures of graphs under certain constraints. Questions such as “what is the minimum number of edges needed to ensure a given property?” or “how can we characterize the graphs that reach these limits?” are central to this … Read more

Applications of graph theory in real life

Applications de la théorie des graphes dans la vie réelle

IN BRIEF Social networks: Modeling interactions between users. Transport: Optimizing routes in public transport systems. Energy: Analyzing electrical grids for optimal distribution. Neural: Representing connections in neural networks. Logistics: Efficient management of supply chains. Biology: Analyzing relationships between species and constructing genealogies. Languages: Grammatical structuring for translation algorithms. Marketing: Targeting consumers via network analysis. The … Read more