A 3-uniform hypergraph G, and a spanning hypertree T ⊂ G, whose edges... | Download Scientific Diagram
RANDOM HYPERGRAPH IRREGULARITY 1. Introduction. For r ≥ 2, an r-uniform hypergraph is a pair H = (V,E) consisting of a finite
solution verification - Show that a 3-uniform hypergraph on $n \geq 5$ points, in which each pair of points occurs in the same (positive) number of edges, is not 2-colorable. - Mathematics Stack Exchange
Mathematics | Free Full-Text | The Bounds of the Edge Number in Generalized Hypertrees
Mixed covering arrays on 3-uniform hypergraphs - ScienceDirect
Decomposing Complete 3-Uniform Hypergraph into 5-Cycles | Scientific.Net
Note on matchings in 3-partite 3-uniform hypergraphs - ScienceDirect
A 4-uniform hypergraph which is not 2-weighted. | Download Scientific Diagram
Hypergraph & its representation | Discrete Mathematics - GeeksforGeeks
The 3-regular 4-uniform hypergraph, H 8 . | Download Scientific Diagram