💡 Words with a Similar Meaning to "Superconnected"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| totally disconnected | (mathematics) Such that each connected subspace is a singleton. |
| biconnected | (graph theory) Describing a connected graph from which two vertices must be removed for it to become disconnected. |
| triconnected | (graph theory) Of a connected graph: needing three vertices removed for it to become disconnected. |
| hyperconnected | Making intense use of telecommunications networks. |
| connectedverb | Having relationships; involved with others. |
| diconnected | (mathematics, of a graph) Strongly connected: having every vertex reachable from every other vertex. |
| strongly connected | (graph theory) Of a directed graph, such that for every pair of vertices u and v there is a path from u to v and a path from v to u. |
| simply connected | (topology, of a topological space) Having its fundamental group a singleton. |
| quasiseparable | (mathematics, of a graph) That becomes disconnected when a suitable subgraph is removed |
| closed | Not available for operation, participation, interaction, etc. |
| semi-transitive | (graph theory, of a graph) Such that there exists a finite vertex set so that for any vertex there exists another vertex in that finite set and an injective homomorphism of the graph that maps the second vertex to the first vertex. |
| quasi-transitive | (graph theory, of a graph) Such that its vertex set can be partitioned into finitely many sets, so that there exists an automorphism mapping a vertex to another vertex if and only if the two vertices belong to the same set in that partition. |
| semi-complete | Partially complete. |
| disconnected | That is no longer connected. |
| 1-connected | (topology, of a topological space) Having a singleton as its fundamental group. |
| arc-connected | (of a topological space) Such that every pair of points in the space comprises the boundary of some arc embedded in the space. |
| dense-in-itself | (mathematics, of a subset of a topological space) Having no isolated points. |
| locally finite | (mathematics, of a graph) For which every vertex has finite degree. |
| dismantlablenoun | Capable of being dismantled, or taken apart. |
| arcwise-connected | Alternative form of arc-connected. [(of a topological space) Such that every pair of points in the space comprises the boundary of some arc embedded in the space.] |
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