Crossword Solver > found answer > APPROXIMATEL

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approximatel

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

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

There are 12 letters in APPROXIMATEL ( A1E1I1L1M3O1P3R1T1X8 )

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

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

APPROXIMATELY

11 letters out of APPROXIMATEL

APPROXIMATE

9 letters out of APPROXIMATEL

AMETROPIA ATEMPORAL PROXIMATE

8 letters out of APPROXIMATEL

AMITROLE EPILATOR EXPIATOR LIPOMATA MALAPERT MALAPROP MATERIAL OILPAPER OPPILATE PALPATOR PARIETAL PETIOLAR PREAXIAL PRIMATAL PROEMIAL PROXIMAL ROLAMITE TEMPORAL TOXAEMIA

7 letters out of APPROXIMATEL

AMIRATE APPAREL APPLIER APTERAL APTERIA EMPORIA EXPLOIT IMPALER IMPEARL IMPLORE LEMPIRA LOAMIER LOPPIER MALTIER MARITAL MARLITE MARPLOT MARTIAL MEROPIA MOTLIER OATMEAL OPTIMAL OXALATE PALMATE PALMIER PALMTOP PALPATE PAMPERO PARAPET PARTIAL PELORIA PERIAPT PLAITER PLATIER POITREL POLITER PREMIXT PREMOLT PRIMATE PROLATE RAMPOLE RIPPLET TEMPLAR TIPPLER TOXEMIA TRAMPLE TRIPLEX

6 letters out of APPROXIMATEL

AERIAL ALEXIA AMATOL AMORAL AMPLER AMRITA AORTAE AORTAL APLITE APORIA APPEAL APPEAR APPLET AREOLA ARMLET ARMPIT ATRIAL EARLAP EXPORT IMARET IMPALA IMPALE IMPART IMPORT LAMIAE LAPPER LAPPET LAPTOP LARIAT LATRIA LIMPER LIMPET LIPOMA LIPPER LOITER LOPPER MAILER MALATE MALOTI MAPPER MATIER MATRIX MEATAL MERLOT MILTER MITRAL MOILER MOLTER MOPIER MOPPER MOPPET MORALE MORTAL MOTILE OPIATE OPTIMA OPTIME OXTAIL PALATE PALIER PALMAR PALMER PALTER PAMPER PARAMO PAROLE PATROL PELOTA PERMIT PETROL PIMPLE PIOLET PIRATE PLATER PLEXOR POLEAX POLITE POPLAR PORTAL POTPIE POXIER PREAMP PRELIM PREMIX PRETAX PRIMAL PROLIX PROMPT PROPEL PROTEA PROTEI RAMATE RAMTIL RAPPEL REALIA REMAIL REMIXT REPLOT RETAIL RETIAL RIALTO RIMPLE RIPPLE TAILER TAILOR TAMALE TAMARI TAMPER TAPALO TAPPER TIPPER TIPPLE TOILER TOPPER TOPPLE TRAMEL TRIPLE TROMPE

5 letters out of APPROXIMATEL

AIMER ALAMO ALARM ALATE ALERT ALTAR ALTER AMOLE AMORT AMPLE AORTA APART APORT APPAL APPEL APPLE APTER ARAME AREAL AREPA ARIEL ARMET AROMA ARTAL ARTEL ATRIA ATRIP AXIAL AXILE AXIOM AXITE EMAIL EXALT EXPAT EXTOL EXTRA IMPEL IRATE IXORA IXTLE LAARI LAMER LAMIA LATER LATEX LAXER LEAPT LEPTA LIMPA LIROT LITER LITRE LOPER MAILE MALAR MAPLE MARIA MATER MERIT METAL METOL METRO MILER MILPA MIREX MITER MITRE MIXER MOIRA MOIRE MOLAR MOPER MORAE MORAL MOREL MOTEL MOXIE OATER OILER OPERA ORATE ORIEL OXIME OXLIP OXTER PALEA PALER PALET PALPI PAMPA PAPAL PAPER PARAE PAREO PARLE PAROL PATER PATIO PEARL PEART PEPLA PERIL PETAL PIETA PILAR PILEA PILOT PIPAL PIPER PIPET PIXEL PLAIT PLATE PLEAT PLIER POLAR POLER PRAAM PRATE PREOP PRIMA PRIME PRIMO PRIMP PROEM PROLE RAITA RAMAL RAMET RAMIE RATAL RATEL RATIO REALM REATA RELAX RELIT REMAP REMIT REMIX REOIL REPOT RETAX RETIA RIATA TALAR TALER TAMAL TAMER TAPER TAPIR TAXER TAXOL TELIA TELOI TEMPI TEMPO TEPAL TERAI TIARA TILER TIMER TOILE TOLAR TOPER TRAIL TRAMP TRIAL TRIOL TRIPE TROMP TROPE

4 letters out of APPROXIMATEL

AERO AIRT ALAE ALAR ALIT ALMA ALME ALOE ALTO AMIA AMIE AMIR APER APEX AREA ARIA ARIL ATAP ATMA ATOM ATOP AXAL AXEL AXIL AXLE EARL EMIR EMIT EXAM EXIT EXPO ILEA ILEX IOTA ITEM LAIR LAMA LAME LAMP LARI LATE LATI LEAP LEAR LEPT LIAR LIER LIMA LIME LIMO LIMP LIPA LIPE LIRA LIRE LITE LOAM LOPE LORE LOTA LOTI MAAR MAIL MAIR MALE MALT MARA MARE MARL MART MATE MAXI MEAL MEAT MELT MERL META MILE MILO MILT MIRE MITE MIXT MOAT MOIL MOLA MOLE MOLT MOPE MORA MORE MORT MOTE MOXA OLEA OMER OMIT OPAL ORAL ORLE OXIM PAIL PAIR PALE PALM PALP PAPA PARA PARE PART PATE PEAL PEAR PEAT PELT PEPO PERI PERM PERP PERT PIAL PIER PILE PIMA PIMP PIPE PITA PLAT PLEA PLEX PLIE PLOP PLOT POEM POET POLE POME POMP POPE PORE PORT PRAM PRAO PRAT PREP PREX PRIM PROA PROM PROP RAIA RAIL RALE RAMI RAMP RAPE RAPT RATE RATO REAL REAM REAP REPO REPP RIAL RIEL RILE RIME RIOT RIPE RITE ROAM ROIL ROLE ROMP ROPE ROTA ROTE ROTI ROTL TAEL TAIL TALA TALE TALI TAME TAMP TAPA TAPE TARE TARO TARP TAXA TAXI TEAL TEAM TEAR TELA TEMP TEPA TERM TIER TILE TIME TIRE TIRL TIRO TOEA TOIL TOLA TOLE TOME TOPE TOPI TORA TORE TORI TRAM TRAP TRIM TRIO TRIP TROP

3 letters out of APPROXIMATEL

AAL AIL AIM AIR AIT ALA ALE ALP ALT AMA AMI AMP APE APO APP APT ARE ARM ART ATE AXE EAR EAT ELM ERA ETA IMP IRE LAM LAP LAR LAT LAX LEA LEI LET LEX LIE LIP LIT LOP LOT LOX MAE MAP MAR MAT MAX MEL MET MIL MIR MIX MOA MOL MOP MOR MOT OAR OAT OIL OLE OPE OPT ORA ORE ORT PAL PAM PAP PAR PAT PAX PEA PEP PER PET PIA PIE PIP PIT PIX POI POL POM POP POT POX PRO RAI RAM RAP RAT RAX REI REM REP RET REX RIA RIM RIP ROE ROM ROT TAE TAM TAO TAP TAR TAX TEA TEL TIE TIL TIP TOE TOM TOP TOR

2 letters out of APPROXIMATEL

AA AE AI AL AM AR AT AX EL EM ER ET EX IT LA LI LO MA ME MI MO OE OI OM OP OR OX PA PE PI RE TA TI TO XI

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Definitions of approximatel in various dictionaries:

APPROXIMATEL - In mathematics, an approximately finite-dimensional (AF) C*-algebra is a C*-algebra that is the inductive limit of a sequence of finite-dimensional C...

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Approximatel might refer to
In mathematics, an approximately finite-dimensional (AF) C*-algebra is a C*-algebra that is the inductive limit of a sequence of finite-dimensional C*-algebras. Approximate finite-dimensionality was first defined and described combinatorially by Ola Bratteli. Later, George A. Elliott gave a complete classification of AF algebras using the K0 functor whose range consists of ordered abelian groups with sufficiently nice order structure.
* The classification theorem for AF-algebras serves as a prototype for classification results for larger classes of separable simple nuclear stably finite C*-algebras. Its proof divides into two parts. The invariant here is K0 with its natural order structure; this is a functor. First, one proves existence: a homomorphism between invariants must lift to a *-homomorphism of algebras. Second, one shows uniqueness: the lift must be unique up to approximate unitary equivalence. Classification then follows from what is known as the intertwining argument. For unital AF algebras, both existence and uniqueness follow from the fact the Murray-von Neumann semigroup of projections in an AF algebra is cancellative.
* The counterpart of simple AF C*-algebras in the von Neumann algebra world are the hyperfinite factors, which were classified by Connes and Haagerup.
* In the context of noncommutative geometry and topology, AF C*-algebras are noncommutative generalizations of C0(X), where X is a totally disconnected metrizable space.
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