|
|
|
|
|
|
|
No results could be found matching the exact term category theory in the thesaurus. |
|
Try one of these suggestions: |
cadger
catcher
catchword
categorical
categorize
category
cattycorner
cut
Consider searching for the individual words category, or theory. |
|
|
Dictionary Results for category: |
1. WordNet® 3.0 (2006) |
category
n 1: a collection of things sharing a common attribute; "there
are two classes of detergents" [syn: class, category,
family]
2: a general concept that marks divisions or coordinations in a
conceptual scheme
|
2. The Collaborative International Dictionary of English v.0.48 |
Category \Cat"e*go*ry\, n.; pl. Categories. [L. categoria, Gr.
?, fr. ? to accuse, affirm, predicate; ? down, against + ? to
harrangue, assert, fr. ? assembly.]
1. (Logic.) One of the highest classes to which the objects
of knowledge or thought can be reduced, and by which they
can be arranged in a system; an ultimate or undecomposable
conception; a predicament.
[1913 Webster]
The categories or predicaments -- the former a Greek
word, the latter its literal translation in the
Latin language -- were intended by Aristotle and his
followers as an enumeration of all things capable of
being named; an enumeration by the summa genera
i.e., the most extensive classes into which things
could be distributed. --J. S. Mill.
[1913 Webster]
2. Class; also, state, condition, or predicament; as, we are
both in the same category.
[1913 Webster]
There is in modern literature a whole class of
writers standing within the same category. --De
Quincey.
[1913 Webster]
|
3. The Free On-line Dictionary of Computing (30 December 2018) |
category
A category K is a collection of objects, obj(K), and
a collection of morphisms (or "arrows"), mor(K) such that
1. Each morphism f has a "typing" on a pair of objects A, B
written f:A->B. This is read 'f is a morphism from A to B'.
A is the "source" or "domain" of f and B is its "target" or
"co-domain".
2. There is a partial function on morphisms called
composition and denoted by an infix ring symbol, o. We
may form the "composite" g o f : A -> C if we have g:B->C and
f:A->B.
3. This composition is associative: h o (g o f) = (h o g) o f.
4. Each object A has an identity morphism id_A:A->A associated
with it. This is the identity under composition, shown by the
equations
id__B o f = f = f o id__A.
In general, the morphisms between two objects need not form a
set (to avoid problems with Russell's paradox). An
example of a category is the collection of sets where the
objects are sets and the morphisms are functions.
Sometimes the composition ring is omitted. The use of
capitals for objects and lower case letters for morphisms is
widespread but not universal. Variables which refer to
categories themselves are usually written in a script font.
(1997-10-06)
|
|
|
|
|
Common Misspellings > |
category theory acategory theory actegory theory cactegory theory ategory theory ccategory theory ctaegory theory cataegory theory ctegory theory caategory theory caetgory theory catetgory theory caegory theory cattegory theory catgeory theory categeory theory catgory theory cateegory theory cateogry theory categogry theory cateory theory categgory theory categroy theory categoroy theory categry theory categoory theory categoyr theory categoryr theory categoy theory categorry theory categor ytheory category ytheory categor theory categoryy theory categoryt heory category t heory categorytheory category theory category hteory category thteory category heory category ttheory category tehory category thehory category teory category thheory category thoery category theoery category thory category theeory category theroy category theoroy category thery category theoory category theoyr category theoryr category theoy category theorry category theoyry category theor category theoryy sategory theory csategory theory scategory theory dategory theory cdategory theory dcategory theory fategory theory cfategory theory fcategory theory xategory theory cxategory theory xcategory theory vategory theory cvategory theory vcategory theory ategory theory c ategory theory category theory cqtegory theory caqtegory theory cqategory theory cwtegory theory cawtegory theory cwategory theory cstegory theory castegory theory csategory theory cxtegory theory caxtegory theory cxategory theory cztegory theory caztegory theory czategory theory c tegory theory ca tegory theory c ategory theory cetegory theory citegory theory cotegory theory cutegory theory ca5egory theory cat5egory theory ca5tegory theory ca%egory theory cat%egory theory ca%tegory theory ca6egory theory cat6egory theory ca6tegory theory caregory theory catregory theory cartegory theory cayegory theory catyegory theory caytegory theory cafegory theory catfegory theory caftegory theory cagegory theory catgegory theory cagtegory theory cahegory theory cathegory theory cahtegory theory cat3gory theory cate3gory theory cat3egory theory cat#gory theory cate#gory theory cat#egory theory cat4gory theory cate4gory theory cat4egory theory catwgory theory catewgory theory catwegory theory catrgory theory catergory theory catregory theory catsgory theory catesgory theory catsegory theory catdgory theory catedgory theory catdegory theory catfgory theory catefgory theory catfegory theory catagory theory catigory theory catogory theory catugory theory caterory theory categrory theory catergory theory catetory theory categtory theory catetgory theory cateyory theory categyory theory cateygory theory catefory theory categfory theory catefgory theory catehory theory categhory theory catehgory theory catevory theory categvory theory catevgory theory catebory theory categbory theory catebgory theory catenory theory categnory theory catengory theory cate ory theory categ ory theory cate gory theory categ9ry theory catego9ry theory categ9ory theory categ(ry theory catego(ry theory categ(ory theory categ0ry theory catego0ry theory categ0ory theory categiry theory categoiry theory categiory theory categpry theory categopry theory categpory theory categkry theory categokry theory categkory theory categlry theory categolry theory categlory theory categary theory categery theory categury theory catego4y theory categor4y theory catego4ry theory catego$y theory categor$y theory catego$ry theory catego5y theory categor5y theory catego5ry theory categoey theory categorey theory categoery theory categoty theory categorty theory categotry theory categody theory categordy theory categodry theory categofy theory categorfy theory categofry theory categogy theory categorgy theory categogry theory categor6 theory category6 theory categor6y theory categor^ theory category^ theory categor^y theory categor7 theory category7 theory categor7y theory categort theory categoryt theory categorty theory categoru theory categoryu theory categoruy theory categorg theory categoryg theory categorgy theory categorh theory categoryh theory categorhy theory categorj theory categoryj theory categorjy theory category 5heory category t5heory category 5theory category %heory category t%heory category %theory category 6heory category t6heory category 6theory category rheory category trheory category rtheory category yheory category tyheory category ytheory category fheory category tfheory category ftheory category gheory category tgheory category gtheory category hheory category thheory category htheory category tteory category thteory category ttheory category tyeory category thyeory category tyheory category tueory category thueory category tuheory category tgeory category thgeory category tgheory category tjeory category thjeory category tjheory category tbeory category thbeory category tbheory category tneory category thneory category tnheory category tmeory category thmeory category tmheory category t eory category th eory category t heory category th3ory category the3ory category th3eory category th#ory category the#ory category th#eory category th4ory category the4ory category th4eory category thwory category thewory category thweory category throry category therory category threory category thsory category thesory category thseory category thdory category thedory category thdeory category thfory category thefory category thfeory category thaory category thiory category thoory category thuory category the9ry category theo9ry category the9ory category the(ry category theo(ry category the(ory category the0ry category theo0ry category the0ory category theiry category theoiry category theiory category thepry category theopry category thepory category thekry category theokry category thekory category thelry category theolry category thelory category theary category theery category theury category theo4y category theor4y category theo4ry category theo$y category theor$y category theo$ry category theo5y category theor5y category theo5ry category theoey category theorey category theoery category theoty category theorty category theotry category theody category theordy category theodry category theofy category theorfy category theofry category theogy category theorgy category theogry category theor6 category theory6 category theor6y category theor^ category theory^ category theor^y category theor7 category theory7 category theor7y category theort category theoryt category theorty category theoru category theoryu category theoruy category theorg category theoryg category theorgy category theorh category theoryh category theorhy category theorj category theoryj category theorjy Definition commonly spelled as: Defanition or Defenition, Synonym as: Synonim, Sinonym or Sinonim, Thesaurus as: Thesorus or Thesauris, Dictionary as: Dictionery or Dictionry and Define is usually not misspelled. What does mispell meen? It Meens...
Full Map Index: Å Norway-Am Timan Chad |
Ama United States of America-Audon France |
Audouville-la-Hubert France-Baskil Turkey |
Baskin United States of America-Bindoy Philippines |
Bindoy Philippines-Breuilpont France |
Breukelen Netherlands-Campofelice di Fitalia Italy |
Campofelice di Roccella Italy-Champigny France |
Champigny-en-Beauce France-Colle San Magno Italy |
Colle Sannita Italy-Damulog Philippines |
Damurhuda Bangladesh-Duliāgaon India |
Duliajan No.1 India-Ethridge United States of America |
Étienville France-Frignano Italy |
Frignicourt France-Gouhenans France |
Gouillons France-Hasselbach Germany |
Hasselbach Germany-Hurlock United States of America |
Huron United States of America-Jovellanos Cuba |
Jovellar Philippines-Kirchzell Germany |
Kircubbin United Kingdom-La Gomera Guatemala |
La Gonfrière France-Le Hohwald France |
Le Hommet-dArthenay France-Loma de Gato Philippines |
Loma de Juárez Mexico-Mālpur India |
Mālpura India-Memphis United States of America |
Memphis United States of America-Montería Colombia |
Monteriggioni Italy-Navalilla Spain |
Navalmanzano Spain-Noyelles-lès-Seclin France |
Noyelles-lès-Vermelles France-Pachelma Russia |
Pachgaon India-Piégut-Pluviers France |
Piekary Śląskie Poland-Prilep Macedonia |
Přílepy Czech Republic-Reuil-en-Brie France |
Reuilly France-Şag Romania |
Şag Romania-Saint-Puy France |
Saint-Python France-Santa Rita Panama |
Santa Rita Venezuela-Sewarhi India |
Sewen France-Sparbu Norway |
Spardorf Germany-Tamparan Philippines |
Tampayan Philippines-Tottington United Kingdom |
Tottleben Germany-Valdivia Chile |
Valdivia Colombia-Villeneuve-le-Roi France |
Villeneuve-lès-Avignon France-White City United States of America |
White City Canada-Żywiec Poland |
|
Most Popular Searches: Define Misanthrope, Define Pulchritudinous, Define Happy, Define Veracity, Define Cornucopia, Define Almuerzo, Define Atresic, Define URL, Definitions Of Words, Definition Of Get Up, Definition Of Quid Pro Quo, Definition Of Irreconcilable Differences, Definition Of Word, Synonyms of Repetitive, Synonym Dictionary, Synonym Antonyms. See our main index and map index for more details.
|
©2011-2024 ZebraWords.com - Define Yourself - The Search for Meanings and Meaning Means I Mean. All content subject to terms and conditions as set out here. Contact Us, peruse our Privacy Policy |
|