Crossword Solver > found answer > OUNTERPLA

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ounterpla

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

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There are 9 letters in OUNTERPLA ( A¹E¹L¹N¹O¹P³R¹T¹U¹ )

To search all scrabble anagrams of OUNTERPLA, to go: OUNTERPLA

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8 letters out of OUNTERPLA

OUTLEARN

7 letters out of OUNTERPLA

ALEURON APOLUNE AUTOPEN NEUTRAL OPERANT OPULENT OUTEARN OUTLEAP OUTPLAN PLANTER PLEURON POLENTA POULTER PROLATE PRONATE PROTEAN REPLANT TORULAE

5 letters out of OUNTERPLA

4 letters out of OUNTERPLA

3 letters out of OUNTERPLA

ALE ALP ALT ANE ANT APE APO APT ARE ART ATE EAR EAT EAU EON ERA ERN ETA LAP LAR LAT LEA LET LEU LOP LOT NAE NAP NET NOR NOT NUT OAR OAT OLE ONE OPE OPT ORA ORE ORT OUR OUT PAL PAN PAR PAT PEA PEN PER PET POL POT PRO PUL PUN PUR PUT RAN RAP RAT REP RET ROE ROT RUE RUN RUT TAE TAN TAO TAP TAR TAU TEA TEL TEN TOE TON TOP TOR TUN TUP UPO URN URP UTA UTE

2 letters out of OUNTERPLA

AE AL AN AR AT EL EN ER ET LA LO NA NE NO NU OE ON OP OR PA PE RE TA TO UN UP UT

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Definitions of ounterpla in various dictionaries:

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Ounterpla might refer to
In graph theory, an outerplanar graph is a graph that has a planar drawing for which all vertices belong to the outer face of the drawing. * Outerplanar graphs may be characterized (analogously to Wagner's theorem for planar graphs) by the two forbidden minors K4 and K2,3, or by their Colin de Verdière graph invariants. * They have Hamiltonian cycles if and only if they are biconnected, in which case the outer face forms the unique Hamiltonian cycle. Every outerplanar graph is 3-colorable, and has degeneracy and treewidth at most 2. * The outerplanar graphs are a subset of the planar graphs, the subgraphs of series-parallel graphs, and the circle graphs. The maximal outerplanar graphs, those to which no more edges can be added while preserving outerplanarity, are also chordal graphs and visibility graphs.

Ounterpla might refer to

In graph theory, an outerplanar graph is a graph that has a planar drawing for which all vertices belong to the outer face of the drawing.
* Outerplanar graphs may be characterized (analogously to Wagner's theorem for planar graphs) by the two forbidden minors K4 and K2,3, or by their Colin de Verdière graph invariants.
* They have Hamiltonian cycles if and only if they are biconnected, in which case the outer face forms the unique Hamiltonian cycle. Every outerplanar graph is 3-colorable, and has degeneracy and treewidth at most 2.
* The outerplanar graphs are a subset of the planar graphs, the subgraphs of series-parallel graphs, and the circle graphs. The maximal outerplanar graphs, those to which no more edges can be added while preserving outerplanarity, are also chordal graphs and visibility graphs.

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