Abstract: In this paper, we investigate partitions of highly symmetrical discrete structures called cycloids. In general, a mixed hypergraph has two types of hyperedges. The vertices are colored in such a way that each C-edge has two vertices of the same color, and each D-edge has two vertices of distinct colors.
Aug 21, 2021
In this paper, we investigate partitions of highly symmetrical discrete structures called cycloids. In general, a mixed hypergraph has two types of hyperedges.
The vertices are colored in such a way that each C-edge has two vertices of the same color, and each D-edge has two vertices of distinct colors. We completely ...
Jul 18, 2024 · The vertices are colored in such a way that each C-edge has two vertices of the same color, and each D-edge has two vertices of distinct colors.
The vertices are colored in such a way that each C-edge has two vertices of the same color, and each D-edge has two vertices of distinct colors. In our case, a ...
In the classical theory of hypergraph coloring, colors have to be assigned to the vertices in such a way that no edge is colored completely with the same color.
Coloring properties of mixed cycloids. Symmetry 2021, 13(8), 1539. 282. N. Newman, V. Voloshin, H.-J. Voss. About perfection of circular mixed hypergraphs.
The upper chromatic number of a mixed hypergraph is the maximal number of colors for which there exists a coloring of the hypergraph H using all the colors. In ...
Jul 28, 2021 · We observe the full spin dynamics by detecting ultrafast electron cycloids driven by the gyrating electric field produced by a surface acoustic wave.