💡 Words with a Similar Meaning to "Flag complex"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| simplicial complexnoun | (topology) A collection of simplices of various dimensions, connected to one another according to certain rules. |
| chain groupnoun | (algebraic topology) A free abelian group generated by all the k-dimensional oriented simplices of a given simplicial complex. |
| cw complexnoun | (topology) A collection of balls of various dimensions, with higher-dimensional ones mapped along their respective boundaries to lower-dimensional ones. |
| cosimplexnoun | The dual of a simplex. |
| chain complexnoun | (algebraic topology) A sequence of Abelian groups (or modules), together with a sequence of homomorphisms (called boundary homomorphisms) between consecutive groups, such that the image of one homomorphism is contained in the kernel of the next. |
| boundary homomorphismnoun | (algebraic topology, in a simplicial chain complex) A group homomorphism on the group of simplicial k-chains induced by mapping each oriented k-simplex to a particular formal sum of its faces. |
| subsimplexnoun | (geometry) A polyhedron at the intersection of simplexes. |
| hypersimplexnoun | (mathematics) A kind of convex polytope that generalizes the simplex, defined as the convex hull of a d-dimensional vector whose coefficients consist of k ones and d−k zeros. |
| n-simplexnoun | (geometry) An n-dimensional simplex. |
| simplexnoun | (linguistics) A word which is not compound and contains no derivational affixes (inflectional affixes are usually disregarded); a monomorphemic word. |
| closed curvenoun | (topology) A map from the circle, S¹, to a topological space.^((McLarty, p. 4)) |
| cayley complexnoun | (mathematics) A 2-dimensional CW complex encoding information about a group and its presentation. |
| cochain complexnoun | (mathematics) A particular form of a chain complex |
| compactumnoun | (mathematics) A compact topological space. |
| closed setnoun | (topology) A set whose complement is open. |
| complementary regionnoun | (topology) A connected component of the complement in a manifold of a lamination of that manifold. |
| covernoun | A lid. |
| cactoidnoun | A member of the cactus subfamily Cactoideae. |
| complex linenoun | (complex analysis, analytic geometry) A 1-dimensional affine subspace of a vector space over the complex numbers. |
| connected componentnoun | (topology and graph theory) A connected subset that is, moreover, maximal with respect to being connected. |
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