💡 Words with a Similar Meaning to "Connected component"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| strongly connected componentnoun | (graph theory) Given a directed graph, a maximal strongly connected subgraph. |
| open setnoun | (topology, mathematical analysis, restricted to metric spaces) A set which can be described as an (arbitrary) union of open balls. Equivalently, a set such that for every point in it, there is an open ball centered at that point, such that that open ball is contained by the set. |
| dominating setnoun | (graph theory) A set of vertices of a graph, such that each vertex in that graph is either in that set or adjacent to a vertex in that set. |
| closed setnoun | (topology) A set whose complement is open. |
| maximumnoun | The highest limit. |
| closurenoun | An event or occurrence that signifies an ending. |
| hyperconnectionnoun | hyperconnectivity; excessive connections between neurons in the brain |
| complete graphnoun | (graph theory) A graph where every pair of vertices is connected by an edge. |
| complementary regionnoun | (topology) A connected component of the complement in a manifold of a lamination of that manifold. |
| discrete topologynoun | (topology) A topology on a set consisting of all subsets of that set. |
| locally compact groupnoun | (topology) A topological group whose underlying topology is both locally compact and Hausdorff. |
| cofinite topologynoun | (topology) A topology consisting of the empty set and all cofinite subsets of the underlying set. |
| monodendronnoun | (chemistry) A dendron having a single connection to the central atom or group. |
| topological groupnoun | (topology) A group which is also a topological space and whose group operations are continuous functions. |
| maximal | Largest, greatest (in magnitude), highest, most. |
| covernoun | A lid. |
| topologynoun | (mathematics, uncountable) The branch of mathematics dealing with those properties of a geometrical object (of arbitrary dimensionality) that are unchanged by continuous deformations (such as stretching, bending, etc., without tearing or gluing). |
| flag complexnoun | (topology) A simplicial complex where every collection of pairwise adjacent vertices spans a simplex. |
| generic propertynoun | Used other than figuratively or idiomatically: see generic, property. |
| superconcentratornoun | (mathematics) A graph such that there exists one or more paths between pairs of vertices in each of two subsets of vertices |
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