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subcolon

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The answer SUBCOLON has 0 possible clue(s) in existing crosswords.

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There are 8 letters in SUBCOLON ( B³C³L¹N¹O¹S¹U¹ )

To search all scrabble anagrams of SUBCOLON, to go: SUBCOLON?

Rearrange the letters in SUBCOLON and see some winning combinations

4 letters out of SUBCOLON

3 letters out of SUBCOLON

BOO BOS BUN BUS COB COL CON COO COS CUB LOB LOO NOB NOO NOS NUB NUS ONO ONS SOB SOL SON SOU SUB SUN UNS

2 letters out of SUBCOLON

BO LO NO NU ON OS SO UN US

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Subcolon might refer to
In graph theory, a subcoloring is an assignment of colors to a graph's vertices such that each color class induces a vertex disjoint union of cliques. That is, each color class should form a cluster graph. * A subchromatic number χS(G) of a graph G is the least number of colors needed in any subcoloring of G. * Subcoloring and subchromatic number were introduced by Albertson et al. (1989). * Every proper coloring and cocoloring of a graph are also subcolorings, so the subchromatic number of any graph is at most equal to the cochromatic number, which is at most equal to the chromatic number. * Subcoloring is as difficult to solve exactly as coloring, in the sense that (like coloring) it is NP-complete. More specifically, * the problem of determining whether a planar graph has subchromatic number at most 2 is NP-complete, even if it is a* triangle-free graph with maximum degree 4 (Gimbel & Hartman 2003) (Fiala et al. 2003), * comparability graph with maximum degree 4 (Ochem 2017), * line graph of a bipartite graph with maximum degree 4 (Gonçalves & Ochem 2009), * graph with girth 5 (Montassier & Ochem 2015).The subchromatic number of a cograph can be computed in polynomial time (Fiala et al. 2003). For every fixed integer r, it is possible to decide in polynomial time whether the subchromatic number of interval and permutation graphs is at most r (Broersma et al. 2002).

Subcolon might refer to

In graph theory, a subcoloring is an assignment of colors to a graph's vertices such that each color class induces a vertex disjoint union of cliques. That is, each color class should form a cluster graph.
* A subchromatic number χS(G) of a graph G is the least number of colors needed in any subcoloring of G.
* Subcoloring and subchromatic number were introduced by Albertson et al. (1989).
* Every proper coloring and cocoloring of a graph are also subcolorings, so the subchromatic number of any graph is at most equal to the cochromatic number, which is at most equal to the chromatic number.
* Subcoloring is as difficult to solve exactly as coloring, in the sense that (like coloring) it is NP-complete. More specifically,
* the problem of determining whether a planar graph has subchromatic number at most 2 is NP-complete, even if it is a* triangle-free graph with maximum degree 4 (Gimbel & Hartman 2003) (Fiala et al. 2003),
* comparability graph with maximum degree 4 (Ochem 2017),
* line graph of a bipartite graph with maximum degree 4 (Gonçalves & Ochem 2009),
* graph with girth 5 (Montassier & Ochem 2015).The subchromatic number of a cograph can be computed in polynomial time (Fiala et al. 2003). For every fixed integer r, it is possible to decide in polynomial time whether the subchromatic number of interval and permutation graphs is at most r (Broersma et al. 2002).

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subcolon

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There are 8 letters in SUBCOLON ( B3C3L1N1O1S1U1 )

Scrabble results that can be created with an extra letter added to SUBCOLON

7 letters out of SUBCOLON

6 letters out of SUBCOLON