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compactne

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

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

There are 9 letters in COMPACTNE ( A1C3E1M3N1O1P3T1 )

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

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

COMPLACENT

7 letters out of COMPACTNE

COENACT COMPACT CONCEPT PECCANT

6 letters out of COMPACTNE

ACCENT ACCEPT CAPOTE COEMPT COMATE ENCAMP OCTANE OMENTA POMACE POTMAN POTMEN TAMPON TEOPAN TOECAP

5 letters out of COMPACTNE

AMENT ATONE CAMEO CAMPO CANOE CANTO CAPON CENTO COACT COAPT COMAE COMET COMPT COMTE CONTE COPEN COTAN ENACT EPACT MACON MEANT MECCA MENTA MONTE NETOP OATEN OCEAN OCTAN ONCET PAEON PANTO PATEN PECAN PONCE TEMPO TOMAN

4 letters out of COMPACTNE

ACME ACNE AEON AMEN ANTE ATOM ATOP CAME CAMO CAMP CANE CANT CAPE CAPO CATE CECA CENT COAT COCA COMA COME COMP CONE COPE COTE ETNA MACE MANE MANO MATE MEAN MEAT MENO META MOAN MOAT MOPE MOTE NAME NAPE NEAP NEAT NEMA NOMA NOME NOPE NOTA NOTE OMEN ONCE OPEN PACE PACT PANE PANT PATE PEAN PEAT PENT PEON POEM POET POME PONE TACE TACO TAME TAMP TAPE TEAM TEMP TEPA TOEA TOME TONE TOPE

3 letters out of COMPACTNE

ACE ACT AMP ANE ANT APE APO APT ATE CAM CAN CAP CAT CEP CON COP COT EAT EON ETA MAC MAE MAN MAP MAT MEN MET MOA MOC MON MOP MOT NAE NAM NAP NET NOM NOT OAT OCA ONE OPE OPT PAC PAM PAN PAT PEA PEC PEN PET POM POT TAE TAM TAN TAO TAP TEA TEN TOE TOM TON TOP

2 letters out of COMPACTNE

AE AM AN AT EM EN ET MA ME MO NA NE NO OE OM ON OP PA PE TA TO

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Definitions of compactne in various dictionaries:

COMPACTNE - In mathematical logic, the compactness theorem states that a set of first-order sentences has a model if and only if every finite subset of it has a ...

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Compactne might refer to
In mathematical logic, the Compactness theorem states that a set of first-order sentences has a model if and only if every finite subset of it has a model. This theorem is an important tool in model theory, as it provides a useful method for constructing models of any set of sentences that is finitely consistent.
* The compactness theorem for the propositional calculus is a consequence of Tychonoff's theorem (which says that the product of compact spaces is compact) applied to compact Stone spaces; hence, the theorem's name. Likewise, it is analogous to the finite intersection property characterization of compactness in topological spaces: a collection of closed sets in a compact space has a non-empty intersection if every finite subcollection has a non-empty intersection.
* The compactness theorem is one of the two key properties, along with the downward Löwenheim–Skolem theorem, that is used in Lindström's theorem to characterize first-order logic. Although there are some generalizations of the compactness theorem to non-first-order logics, the compactness theorem itself does not hold in them.
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