Independence Theory in Combinatorics (source code)

= Independence Theory in Combinatorics
{wiki=Independence_Theory_in_Combinatorics}

Independence Theory in combinatorics primarily refers to the concept of independence within the context of set systems, specifically dealing with families of sets and their relationships. It often arises in the study of combinatorial structures such as graphs, matroids, and other combinatorial objects where the idea of independence can be rigorously defined.