Source: wikibot/list-of-k-uniform-tilings
= List of k-uniform tilings
{wiki=List_of_k-uniform_tilings}
A k-uniform tiling refers to a type of tiling in which each tile is identical and has a fixed shape, and the tiling is assembled in a way such that every region or area of the space is covered by these tiles without gaps or overlaps. In a k-uniform tiling, the arrangement of the tiles is such that each vertex has the same number of tiles meeting at it, which corresponds to the parameter k.