Evolutionary graph theory (source code)

= Evolutionary graph theory
{wiki=Evolutionary_graph_theory}

Evolutionary graph theory is a subfield of mathematics that applies concepts from graph theory to understand the dynamics of evolutionary processes, particularly how populations evolve over time within structured environments. It combines elements of population genetics, evolutionary biology, and network theory. In evolutionary graph theory, individuals in a population are represented as vertices (or nodes) in a graph, and the edges (connections between nodes) represent the interactions or relationships between these individuals.