Crossword Solver > found answer > CTOGRAPH

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CROSSWORD
ANSWER

ctograph

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

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The word CTOGRAPH is NOT valid in any word game. (Sorry, you cannot play CTOGRAPH in Scrabble, Words With Friends etc)

There are 8 letters in CTOGRAPH ( A¹C³G²H⁴O¹P³R¹T¹ )

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

Rearrange the letters in CTOGRAPH and see some winning combinations

6 letters out of CTOGRAPH

CAPTOR CARHOP CARTOP COPRAH GOTCHA RAGTOP

5 letters out of CTOGRAPH

ACTOR APORT ARGOT CARGO CHAPT CHART COAPT COPRA GARTH GATOR GRAPH GROAT ORACH PARCH PARGO PATCH POACH PORCH RATCH ROACH ROTCH TAROC THORP TORAH TORCH

4 letters out of CTOGRAPH

3 letters out of CTOGRAPH

ACT AGO APO APT ARC ART CAP CAR CAT COG COP COR COT GAP GAR GAT GOA GOR GOT HAG HAO HAP HAT HOG HOP HOT OAR OAT OCA OPT ORA ORC ORT PAC PAH PAR PAT PHT POH POT PRO RAG RAH RAP RAT RHO ROC ROT TAG TAO TAP TAR THO TOG TOP TOR

2 letters out of CTOGRAPH

AG AH AR AT GO HA HO OH OP OR PA TA TO

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Definitions of ctograph in various dictionaries:

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Ctograph might refer to
In graph theory, a cograph, or complement-reducible graph, or P4-free graph, is a graph that can be generated from the single-vertex graph K1 by complementation and disjoint union. That is, the family of cographs is the smallest class of graphs that includes K1 and is closed under complementation and disjoint union. * Cographs have been discovered independently by several authors since the 1970s; early references include Jung (1978), Lerchs (1971), Seinsche (1974), and Sumner (1974). They have also been called D-graphs, hereditary Dacey graphs (after the related work of James C. Dacey Jr. on orthomodular lattices), and 2-parity graphs. They have a simple structural decomposition involving disjoint union and complement graph operations that can be represented concisely by a labeled tree, and used algorithmically to efficiently solve many problems such as finding the maximum clique that are hard on more general graph classes. * Special cases of the cographs include the complete graphs, complete bipartite graphs, cluster graphs, and threshold graphs. The cographs are, in turn, special cases of the distance-hereditary graphs, comparability graphs, and perfect graphs.

Ctograph might refer to

In graph theory, a cograph, or complement-reducible graph, or P4-free graph, is a graph that can be generated from the single-vertex graph K1 by complementation and disjoint union. That is, the family of cographs is the smallest class of graphs that includes K1 and is closed under complementation and disjoint union.
* Cographs have been discovered independently by several authors since the 1970s; early references include Jung (1978), Lerchs (1971), Seinsche (1974), and Sumner (1974). They have also been called D*-graphs, hereditary Dacey graphs (after the related work of James C. Dacey Jr. on orthomodular lattices), and 2-parity graphs.
* They have a simple structural decomposition involving disjoint union and complement graph operations that can be represented concisely by a labeled tree, and used algorithmically to efficiently solve many problems such as finding the maximum clique that are hard on more general graph classes.
* Special cases of the cographs include the complete graphs, complete bipartite graphs, cluster graphs, and threshold graphs. The cographs are, in turn, special cases of the distance-hereditary graphs, comparability graphs, and perfect graphs.

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