Crossword Solver > found answer > VECTORSPACE (vector space)

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vectorspace

vector space

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The answer VECTORSPACE (vector space) has 0 possible clue(s) in existing crosswords.

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

There are 11 letters in VECTORSPACE ( A1C3E1O1P3R1S1T1V4 )

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

Rearrange the letters in VECTORSPACE and see some winning combinations

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9 letters out of VECTORSPACE

ACCEPTERS ACCEPTORS COCREATES REACCEPTS

8 letters out of VECTORSPACE

ACCEPTER ACCEPTOR ACCRETES COCREATE COERECTS COVETERS ECTOSARC OPERATES OVERACTS OVERCAST OVEREATS OVERPAST OVERSTEP POSTRACE PROTEASE REACCEPT

7 letters out of VECTORSPACE

ACCEPTS ACCRETE ACEROSE ACETOSE AVOCETS CAPOTES CAPTORS CARPETS CAVORTS CERATES COASTER COATEES COATERS COERCES COERECT COPTERS CORVEES CORVETS COVERTS COVETER CREATES ECARTES ESCAPER ESPARTO OCREATE OCTAVES OPERATE OVERACT OVERAPT OVERATE OVEREAT OVERSEA OVERSET PECTASE PREACTS PRECAST PROSECT PROTEAS RECEPTS RECOATS REPAVES REPEATS RESPACE RESPECT RETAPES REVOTES ROSEATE SCEPTER SCEPTRE SEAPORT SPECTER SPECTRA SPECTRE TOECAPS VECTORS VETOERS

6 letters out of VECTORSPACE

ACCEPT ACCOST ACTORS ARETES ASPECT AVERSE AVERTS AVOCET AVOSET CAPERS CAPOTE CAPTOR CARETS CARPET CARTES CARTOP CARVES CASTER CASTOR CATERS CAVERS CAVORT CERATE CERTES COACTS COAPTS COARSE COATEE COATER COERCE COPERS COPRAS COPTER CORPSE CORSAC CORSET CORVEE CORVES CORVET COSTAE COSTAR COSTER COVERS COVERT COVETS CRAPES CRATES CRAVES CREASE CREATE CREEPS CREPES EASTER EATERS ECARTE EPACTS ERECTS ESCAPE ESCARP ESCORT ETAPES EVERTS OATERS OCREAE OCTAVE OPERAS ORATES OSETRA PACERS PAREOS PAREVE PARSEC PARVOS PASTER PASTOR PATERS PAVERS PEACES PESETA PESTER PETERS POSTER PRATES PREACT PRESET PRESTO PROTEA PROVES REACTS REAVES RECAPS RECAST RECCES RECEPT RECOAT RECTOS REPAST REPAVE REPEAT REPOSE REPOTS RESEAT RESECT RESPOT RETAPE REVEST REVETS REVOTE SAPOTE SCARCE SCOTER SCRAPE SCROTA SEATER SECPAR SECRET SECTOR SERAPE SOAPER SOCCER SOEVER SPACER STARVE STEREO STOPER STOVER STROVE TAPERS TAROCS TEASER TERCES TOECAP TOPEES TOPERS TRACES TRAPES TRAVES TROPES TROVES VAPORS VASTER VECTOR VERSET VERSTE VESPER VETOER VETOES VOTERS

5 letters out of VECTORSPACE

ACRES ACTOR APERS APORT APRES APTER ARETE AROSE ARVOS ASCOT ASPER ASTER AVERS AVERT CAPER CAPES CAPOS CARES CARET CARPS CARSE CARTE CARTS CARVE CASTE CATER CATES CAVER CAVES CEASE CEPES CERES CEROS CESTA CETES COACT COAPT COAST COATS COCAS COPER COPES COPRA COPSE CORES CORPS CORSE COSEC COSET COSTA COTES COVER COVES COVET CRAPE CRAPS CRATE CRAVE CREEP CREPE CREPT CREST CROCS CROPS EATER EAVES EPACT ERASE ERECT EROSE ESCAR ESCOT ESTER ESTOP ETAPE EVERT OATER OAVES OCREA OPERA ORATE ORCAS OVATE OVERS OVERT PACER PACES PACTS PAREO PARES PARSE PARTS PARVE PARVO PASEO PASTE PATER PATES PAVER PAVES PEACE PEARS PEART PEASE PEATS PEERS PEREA PERES PERSE PERVS PESTO PETER POETS PORES PORTS POSER PRAOS PRASE PRATE PRATS PREES PRESA PRESE PREST PROAS PROSE PROST PROVE PSOAE RACES RAPES RATES RATOS RAVES REACT REAPS REAVE RECAP RECCE RECTA RECTO REEST REPOS REPOT RESAT RESET REVET ROAST ROPES ROSET ROTAS ROTES ROVES SAPOR SAREE SAVER SAVOR SCAPE SCARE SCARP SCART SCOPE SCORE SCRAP SCREE SECCO SEPTA SERAC SERVE SERVO SETAE SEVER SOAVE SORTA SPACE SPARE SPATE SPEAR SPEER SPORE SPORT SPRAT SPREE STARE STAVE STEEP STEER STERE STOAE STOPE STORE STOVE STRAP STREP STROP TACES TACOS TAPER TAPES TARES TAROC TAROS TARPS TEARS TEASE TEPAS TERCE TERSE TOEAS TOPEE TOPER TOPES TORAS TORCS TORES TORSE TRACE TRAPS TRAVE TREES TROPE TROVE VAPOR VEEPS VEERS VERSE VERSO VERST VERTS VESTA VOCES VOTER VOTES

4 letters out of VECTORSPACE

ACES ACRE ACTS AERO APER APES APOS APSE ARCO ARCS ARES ARSE ARTS ARVO ATES ATOP AVER AVES AVOS CAPE CAPO CAPS CARE CARP CARS CART CASE CAST CATE CATS CAVE CECA CEES CEPE CEPS CERE CERO CETE COAT COCA COPE COPS CORE CORS COST COTE COTS COVE CRAP CROC CROP EARS EASE EAST EATS EAVE EPOS ERAS EROS ERST ETAS EVER EVES OARS OAST OATS OCAS OPES OPTS ORCA ORCS ORES ORTS OSAR OVER PACE PACS PACT PARE PARS PART PASE PAST PATE PATS PAVE PEAR PEAS PEAT PECS PEER PEES PERE PERT PERV PESO PEST PETS POET PORE PORT POSE POST POTS PRAO PRAT PREE PROA PROS RACE RAPE RAPS RAPT RASE RASP RATE RATO RATS RAVE REAP RECS REES REPO REPS REST RETE RETS REVS ROCS ROES ROPE ROSE ROTA ROTE ROTS ROVE SATE SAVE SCAR SCAT SCOP SCOT SEAR SEAT SECT SEEP SEER SEPT SERA SERE SETA SOAP SOAR SOCA SORA SORE SORT SPAE SPAR SPAT SPEC SPOT STAR STEP STOA STOP TACE TACO TAOS TAPE TAPS TARE TARO TARP TARS TAVS TEAR TEAS TEES TEPA TOEA TOES TOPE TOPS TORA TORC TORE TORS TRAP TREE TRES TROP TSAR VACS VARS VASE VAST VATS VEEP VEER VEES VERA VERT VEST VETO VETS VOES VOTE

3 letters out of VECTORSPACE

ACE ACT APE APO APT ARC ARE ARS ART ASP ATE AVE AVO CAP CAR CAT CEE CEP COP COR COS COT EAR EAT ERA ERE ERS ETA EVE OAR OAT OCA OES OPE OPS OPT ORA ORC ORE ORS ORT OSE OVA PAC PAR PAS PAT PEA PEC PEE PER PES PET POT PRO PST RAP RAS RAT REC REE REP RES RET REV ROC ROE ROT SAC SAE SAP SAT SEA SEC SEE SER SET SOP SOT SPA TAE TAO TAP TAR TAS TAV TEA TEE TOE TOP TOR VAC VAR VAS VAT VEE VET VOE

2 letters out of VECTORSPACE

AE AR AS AT ER ES ET OE OP OR OS PA PE RE SO TA TO

Searching in Dictionaries ...

Definitions of vector space in various dictionaries:

VECTOR SPACE - A vector space (also called a linear space) is a collection of objects called vectors, which may be added together and multiplied ("scaled") by numbe...

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Vector space description
A vector space (also called a linear space) is a collection of objects called vectors, which may be added together and multiplied ("scaled") by numbers, called scalars. Scalars are often taken to be real numbers, but there are also vector spaces with scalar multiplication by complex numbers, rational numbers, or generally any field. The operations of vector addition and scalar multiplication must satisfy certain requirements, called axioms, listed below.
* Euclidean vectors are an example of a vector space. They represent physical quantities such as forces: any two forces (of the same type) can be added to yield a third, and the multiplication of a force vector by a real multiplier is another force vector. In the same vein, but in a more geometric sense, vectors representing displacements in the plane or in three-dimensional space also form vector spaces. Vectors in vector spaces do not necessarily have to be arrow-like objects as they appear in the mentioned examples: vectors are regarded as abstract mathematical objects with particular properties, which in some cases can be visualized as arrows.
* Vector spaces are the subject of linear algebra and are well characterized by their dimension, which, roughly speaking, specifies the number of independent directions in the space. Infinite-dimensional vector spaces arise naturally in mathematical analysis, as function spaces, whose vectors are functions. These vector spaces are generally endowed with additional structure, which may be a topology, allowing the consideration of issues of proximity and continuity. Among these topologies, those that are defined by a norm or inner product are more commonly used, as having a notion of distance between two vectors. This is particularly the case of Banach spaces and Hilbert spaces, which are fundamental in mathematical analysis.
* Historically, the first ideas leading to vector spaces can be traced back as far as the 17th century's analytic geometry, matrices, systems of linear equations, and Euclidean vectors. The modern, more abstract treatment, first formulated by Giuseppe Peano in 1888, encompasses more general objects than Euclidean space, but much of the theory can be seen as an extension of classical geometric ideas like lines, planes and their higher-dimensional analogs.
* Today, vector spaces are applied throughout mathematics, science and engineering. They are the appropriate linear-algebraic notion to deal with systems of linear equations. They offer a framework for Fourier expansion, which is employed in image compression routines, and they provide an environment that can be used for solution techniques for partial differential equations. Furthermore, vector spaces furnish an abstract, coordinate-free way of dealing with geometrical and physical objects such as tensors. This in turn allows the examination of local properties of manifolds by linearization techniques. Vector spaces may be generalized in several ways, leading to more advanced not...
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