{"id":6830,"date":"2022-03-25T18:57:45","date_gmt":"2022-03-25T16:57:45","guid":{"rendered":"http:\/\/www.glc.us.es\/~jalonso\/exercitium\/?page_id=6830"},"modified":"2022-03-25T19:05:46","modified_gmt":"2022-03-25T17:05:46","slug":"etiquetas","status":"publish","type":"page","link":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/etiquetas\/","title":{"rendered":"Etiquetas"},"content":{"rendered":"

\u00cdndice de etiquetas<\/h2>\n

A<\/h3>
abs<\/span><\/a><\/span> accumArray<\/span><\/a><\/span> Aleatorio<\/span><\/a><\/span> all<\/span><\/a><\/span> An\u00e1lisis<\/span><\/a><\/span> An\u00e1lisis matem\u00e1tico<\/span><\/a><\/span> and<\/span><\/a><\/span> animationOf<\/span><\/a><\/span> any<\/span><\/a><\/span> arbitrary<\/span><\/a><\/span> Args(maxDiscardRatio)<\/span><\/a><\/span> array<\/span><\/a><\/span> assocs<\/span><\/a><\/span> <\/div><\/div>\n

Á<\/h3>
\u00c1lgebra<\/span><\/a><\/span> \u00c1lgebra lineal<\/span><\/a><\/span> \u00c1rboles<\/span><\/a><\/span> <\/div><\/div>\n

B<\/h3>
B\u00e1sico<\/span><\/a><\/span> bounds<\/span><\/a><\/span> break<\/span><\/a><\/span> B\u00fasqueda<\/span><\/a><\/span> <\/div><\/div>\n

C<\/h3>
Cadenas<\/span><\/a><\/span> C\u00e1lculo num\u00e9rico<\/span><\/a><\/span> ceiling<\/span><\/a><\/span> chooseInt<\/span><\/a><\/span> chr<\/span><\/a><\/span> chunksOf<\/span><\/a><\/span> CodeWorld<\/span><\/a><\/span> coefLider<\/span><\/a><\/span> Colas<\/span><\/a><\/span> Colas de prioridad<\/span><\/a><\/span> collect<\/span><\/a><\/span> colored<\/span><\/a><\/span> Combinatoria<\/span><\/a><\/span> compare<\/span><\/a><\/span> comparing<\/span><\/a><\/span> Composici\u00f3n<\/span><\/a><\/span> Comprensi\u00f3n<\/span><\/a><\/span> concat<\/span><\/a><\/span> concatMap<\/span><\/a><\/span> Conjuntos<\/span><\/a><\/span> Control.Applicative<\/span><\/a><\/span> Control.Applicative. liftA2<\/span><\/a><\/span> Control.Arrow<\/span><\/a><\/span> Control.Monad<\/span><\/a><\/span> Control.Monad.State<\/span><\/a><\/span> Control.Monad.Zip<\/span><\/a><\/span> cycle<\/span><\/a><\/span> <\/div><\/div>\n

D<\/h3>
Data.Array<\/span><\/a><\/span> Data.Bits<\/span><\/a><\/span> Data.Char<\/span><\/a><\/span> Data.Function<\/span><\/a><\/span> Data.List<\/span><\/a><\/span> Data.List.Ordered<\/span><\/a><\/span> Data.List.Split<\/span><\/a><\/span> Data.Map<\/span><\/a><\/span> Data.Matrix<\/span><\/a><\/span> Data.Maybe<\/span><\/a><\/span> Data.MemoCombinators<\/span><\/a><\/span> Data.Numbers.Primes<\/span><\/a><\/span> Data.Set<\/span><\/a><\/span> Data.Tree<\/span><\/a><\/span> Data.Tuple<\/span><\/a><\/span> Data.Vector<\/span><\/a><\/span> defaultStyle<\/span><\/a><\/span> delete<\/span><\/a><\/span> delete<\/span><\/a><\/span> deleteFindMax<\/span><\/a><\/span> deleteFindMin<\/span><\/a><\/span> deleteFindMin<\/span><\/a><\/span> deleteFindMin<\/span><\/a><\/span> Dibujos<\/span><\/a><\/span> Diccionarios<\/span><\/a><\/span> difference<\/span><\/a><\/span> digitToInt<\/span><\/a><\/span> Din\u00e1mica<\/span><\/a><\/span> disjoint<\/span><\/a><\/span> display<\/span><\/a><\/span> div<\/span><\/a><\/span> Divide y vencer\u00e1s<\/span><\/a><\/span> divMod<\/span><\/a><\/span> divvy<\/span><\/a><\/span> do<\/span><\/a><\/span> drawTree<\/span><\/a><\/span> drop<\/span><\/a><\/span> dropWhile<\/span><\/a><\/span> <\/div><\/div>\n

E<\/h3>
elem<\/span><\/a><\/span> elem<\/span><\/a><\/span> elemIndex<\/span><\/a><\/span> elems<\/span><\/a><\/span> elems<\/span><\/a><\/span> empty<\/span><\/a><\/span> empty<\/span><\/a><\/span> enumFromTo<\/span><\/a><\/span> ES<\/span><\/a><\/span> Espacio de estados<\/span><\/a><\/span> Estad\u00edstica<\/span><\/a><\/span> Euler<\/span><\/a><\/span> evalState<\/span><\/a><\/span> even<\/span><\/a><\/span> exp<\/span><\/a><\/span> Expresiones aritm\u00e9ticas<\/span><\/a><\/span> <\/div><\/div>\n

F<\/h3>
Ficheros<\/span><\/a><\/span> filter<\/span><\/a><\/span> filter<\/span><\/a><\/span> filter<\/span><\/a><\/span> find<\/span><\/a><\/span> findIndex<\/span><\/a><\/span> findIndices<\/span><\/a><\/span> findMin<\/span><\/a><\/span> flip<\/span><\/a><\/span> floor<\/span><\/a><\/span> fmap<\/span><\/a><\/span> fold1<\/span><\/a><\/span> foldl'<\/span><\/a><\/span> foldl1<\/span><\/a><\/span> foldlr1<\/span><\/a><\/span> foldr<\/span><\/a><\/span> foldr1<\/span><\/a><\/span> forAll<\/span><\/a><\/span> Fractales<\/span><\/a><\/span> fromInteger<\/span><\/a><\/span> fromIntegral<\/span><\/a><\/span> fromJust<\/span><\/a><\/span> fromList<\/span><\/a><\/span> fromList<\/span><\/a><\/span> fromList<\/span><\/a><\/span> fromList<\/span><\/a><\/span> fromList<\/span><\/a><\/span> fromList<\/span><\/a><\/span> fromList<\/span><\/a><\/span> fromLists<\/span><\/a><\/span> fromLists<\/span><\/a><\/span> fromListWith<\/span><\/a><\/span> fromRational<\/span><\/a><\/span> fst<\/span><\/a><\/span> <\/div><\/div>\n

G<\/h3>
gcd<\/span><\/a><\/span> Gen<\/span><\/a><\/span> generate<\/span><\/a><\/span> genericDrop<\/span><\/a><\/span> genericIndex<\/span><\/a><\/span> genericLength<\/span><\/a><\/span> genericReplicate<\/span><\/a><\/span> genericTake<\/span><\/a><\/span> genricLength<\/span><\/a><\/span> Geometr\u00eda<\/span><\/a><\/span> get<\/span><\/a><\/span> getDiag<\/span><\/a><\/span> getStdRandom<\/span><\/a><\/span> GHC.Exts<\/span><\/a><\/span> Gr\u00e1ficas<\/span><\/a><\/span> Grafo<\/span><\/a><\/span> Grafos<\/span><\/a><\/span> Graphics.Gloss<\/span><\/a><\/span> group<\/span><\/a><\/span> groupBy<\/span><\/a><\/span> <\/div><\/div>\n

H<\/h3>
head<\/span><\/a><\/span> hSetBuffering<\/span><\/a><\/span> <\/div><\/div>\n

I<\/h3>
id<\/span><\/a><\/span> identity<\/span><\/a><\/span> indices<\/span><\/a><\/span> init<\/span><\/a><\/span> inits<\/span><\/a><\/span> inRange<\/span><\/a><\/span> insert<\/span><\/a><\/span> insert<\/span><\/a><\/span> insertWith<\/span><\/a><\/span> inserWith'<\/span><\/a><\/span> intercalate<\/span><\/a><\/span> intersect<\/span><\/a><\/span> intersection<\/span><\/a><\/span> intToDigit<\/span><\/a><\/span> isDigit<\/span><\/a><\/span> isInfixOf<\/span><\/a><\/span> isJust<\/span><\/a><\/span> isLower<\/span><\/a><\/span> isNothing<\/span><\/a><\/span> isPrefixOf<\/span><\/a><\/span> isPrime<\/span><\/a><\/span> isSpace<\/span><\/a><\/span> isSuffixOf<\/span><\/a><\/span> isUpper<\/span><\/a><\/span> iterate<\/span><\/a><\/span> <\/div><\/div>\n

J<\/h3>
joinBlocks<\/span><\/a><\/span> Just<\/span><\/a><\/span> <\/div><\/div>\n

K<\/h3>
keys<\/span><\/a><\/span> Kruskal<\/span><\/a><\/span> <\/div><\/div>\n

L<\/h3>
last<\/span><\/a><\/span> lcm<\/span><\/a><\/span> length<\/span><\/a><\/span> length<\/span><\/a><\/span> levels<\/span><\/a><\/span> liftA2<\/span><\/a><\/span> liftM2<\/span><\/a><\/span> line<\/span><\/a><\/span> lines<\/span><\/a><\/span> listArray<\/span><\/a><\/span> Listas infinitas<\/span><\/a><\/span> listToMaybe<\/span><\/a><\/span> log<\/span><\/a><\/span> logBase<\/span><\/a><\/span> L\u00f3gica matem\u00e1tica<\/span><\/a><\/span> lookup<\/span><\/a><\/span> <\/div><\/div>\n

M<\/h3>
map<\/span><\/a><\/span> map<\/span><\/a><\/span> map<\/span><\/a><\/span> map sum<\/span><\/a><\/span> map. head<\/span><\/a><\/span> mapKeys<\/span><\/a><\/span> mapM<\/span><\/a><\/span> mapM_<\/span><\/a><\/span> Matrices<\/span><\/a><\/span> matrix<\/span><\/a><\/span> max<\/span><\/a><\/span> maxBound<\/span><\/a><\/span> maximum<\/span><\/a><\/span> maximum<\/span><\/a><\/span> mcm<\/span><\/a><\/span> member<\/span><\/a><\/span> member<\/span><\/a><\/span> menor<\/span><\/a><\/span> min<\/span><\/a><\/span> minBound<\/span><\/a><\/span> minimum<\/span><\/a><\/span> minumum<\/span><\/a><\/span> mod<\/span><\/a><\/span> modify<\/span><\/a><\/span> M\u00f3nadas<\/span><\/a><\/span> Mont\u00edculos<\/span><\/a><\/span> mzipWith<\/span><\/a><\/span> <\/div><\/div>\n

N<\/h3>
ncols<\/span><\/a><\/span> negate<\/span><\/a><\/span> noElem<\/span><\/a><\/span> NonEmpty<\/span><\/a><\/span> NonEmptyList<\/span><\/a><\/span> not<\/span><\/a><\/span> notElem<\/span><\/a><\/span> Nothing<\/span><\/a><\/span> notMember<\/span><\/a><\/span> notMember<\/span><\/a><\/span> nrows<\/span><\/a><\/span> nub<\/span><\/a><\/span> null<\/span><\/a><\/span> null<\/span><\/a><\/span> null<\/span><\/a><\/span> <\/div><\/div>\n

O<\/h3>
odd<\/span><\/a><\/span> oneof<\/span><\/a><\/span> or<\/span><\/a><\/span> ord<\/span><\/a><\/span> Orden superior<\/span><\/a><\/span> Orden superior<\/span><\/a><\/span> <\/div><\/div>\n

P<\/h3>
parseCSV<\/span><\/a><\/span> partition<\/span><\/a><\/span> permutations<\/span><\/a><\/span> pi<\/span><\/a><\/span> pictures<\/span><\/a><\/span> Pilas<\/span><\/a><\/span> Plegado<\/span><\/a><\/span> plotList<\/span><\/a><\/span> plotLists<\/span><\/a><\/span> plotListStyle<\/span><\/a><\/span> plotPathsStyle<\/span><\/a><\/span> Polinomios<\/span><\/a><\/span> popCount<\/span><\/a><\/span> Positive<\/span><\/a><\/span> pred<\/span><\/a><\/span> Prim<\/span><\/a><\/span> primeFactors<\/span><\/a><\/span> primes<\/span><\/a><\/span> Primos<\/span><\/a><\/span> printf<\/span><\/a><\/span> product<\/span><\/a><\/span> Programaci\u00f3n din\u00e1mica<\/span><\/a><\/span> Property<\/span><\/a><\/span> put<\/span><\/a><\/span> putStr<\/span><\/a><\/span> putStrLn<\/span><\/a><\/span> <\/div><\/div>\n

Q<\/h3>
quickCheckWith<\/span><\/a><\/span> quotRem<\/span><\/a><\/span> <\/div><\/div>\n

R<\/h3>
randomR<\/span><\/a><\/span> read<\/span><\/a><\/span> readFile<\/span><\/a><\/span> readHex<\/span><\/a><\/span> readLn<\/span><\/a><\/span> reads<\/span><\/a><\/span> rectangle<\/span><\/a><\/span> rectangleWire<\/span><\/a><\/span> Recursi\u00f3n<\/span><\/a><\/span> red<\/span><\/a><\/span> Relaciones binarias<\/span><\/a><\/span> Relaciones de orden<\/span><\/a><\/span> rem<\/span><\/a><\/span> repeat<\/span><\/a><\/span> replicate<\/span><\/a><\/span> return<\/span><\/a><\/span> reverse<\/span><\/a><\/span> rotate<\/span><\/a><\/span> rotated<\/span><\/a><\/span> round<\/span><\/a><\/span> <\/div><\/div>\n

S<\/h3>
scale<\/span><\/a><\/span> scaled<\/span><\/a><\/span> scaleMatrix<\/span><\/a><\/span> scanl<\/span><\/a><\/span> scanl1<\/span><\/a><\/span> scanr<\/span><\/a><\/span> sd<\/span><\/a><\/span> sequence<\/span><\/a><\/span> sequence_<\/span><\/a><\/span> Set<\/span><\/a><\/span> show<\/span><\/a><\/span> showCReal<\/span><\/a><\/span> sigma<\/span><\/a><\/span> signum<\/span><\/a><\/span> Simulaci\u00f3n<\/span><\/a><\/span> sin<\/span><\/a><\/span> singleton<\/span><\/a><\/span> singleton<\/span><\/a><\/span> size<\/span><\/a><\/span> sized<\/span><\/a><\/span> snd<\/span><\/a><\/span> solidPolygon<\/span><\/a><\/span> sort<\/span><\/a><\/span> sortBy<\/span><\/a><\/span> span<\/span><\/a><\/span> splitAt<\/span><\/a><\/span> splitOn<\/span><\/a><\/span> sqrt<\/span><\/a><\/span> stdArgs<\/span><\/a><\/span> sublistOf<\/span><\/a><\/span> subsequences<\/span><\/a><\/span> succ<\/span><\/a><\/span> suchThat<\/span><\/a><\/span> sum<\/span><\/a><\/span> swap<\/span><\/a><\/span> <\/div><\/div>\n

T<\/h3>
Tablas<\/span><\/a><\/span> TAD<\/span><\/a><\/span> tail<\/span><\/a><\/span> tails<\/span><\/a><\/span> take<\/span><\/a><\/span> takeWhile<\/span><\/a><\/span> TDA<\/span><\/a><\/span> Teor\u00eda de conjuntos<\/span><\/a><\/span> Teor\u00eda de grupos<\/span><\/a><\/span> Teor\u00eda de la computaci\u00f3n<\/span><\/a><\/span> Teor\u00eda de n\u00fameros<\/span><\/a><\/span> Test.QuickCheck<\/span><\/a><\/span> Test.QuickCheck.HigherOrder<\/span><\/a><\/span> Tipos de datos algebraicos<\/span><\/a><\/span> Tipos definidos<\/span><\/a><\/span> toEnum<\/span><\/a><\/span> toInteger<\/span><\/a><\/span> toList<\/span><\/a><\/span> toList<\/span><\/a><\/span> toLists<\/span><\/a><\/span> toLists<\/span><\/a><\/span> toLower<\/span><\/a><\/span> toUpper<\/span><\/a><\/span> trace<\/span><\/a><\/span> translate<\/span><\/a><\/span> translated<\/span><\/a><\/span> transpose<\/span><\/a><\/span> traverse<\/span><\/a><\/span> <\/div><\/div>\n

U<\/h3>
uncurry<\/span><\/a><\/span> unfoldr<\/span><\/a><\/span> union<\/span><\/a><\/span> union<\/span><\/a><\/span> unions<\/span><\/a><\/span> unionWith<\/span><\/a><\/span> unlines<\/span><\/a><\/span> unsafePerformIO<\/span><\/a><\/span> until<\/span><\/a><\/span> unwords<\/span><\/a><\/span> unzip<\/span><\/a><\/span> Usando el [tipo abstracto de los polinomios](https:\/\/bit.ly\/3KwqXYu)<\/span><\/a><\/span> <\/div><\/div>\n

V<\/h3>
Vectores<\/span><\/a><\/span> vectorOf<\/span><\/a><\/span> <\/div><\/div>\n

W<\/h3>
white<\/span><\/a><\/span> words<\/span><\/a><\/span> writeFile<\/span><\/a><\/span> <\/div><\/div>\n

Z<\/h3>
zip<\/span><\/a><\/span> zip3<\/span><\/a><\/span> zip4<\/span><\/a><\/span> zipWhith<\/span><\/a><\/span> zipWith<\/span><\/a><\/span> zipWith3<\/span><\/a><\/span> zipWith4<\/span><\/a><\/span> zipWith5<\/span><\/a><\/span> <\/div><\/div>\n<\/div>\n
\n","protected":false},"excerpt":{"rendered":"

\u00cdndice de etiquetas<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"jetpack_post_was_ever_published":false,"_kad_post_transparent":"","_kad_post_title":"","_kad_post_layout":"","_kad_post_sidebar_id":"","_kad_post_content_style":"","_kad_post_vertical_padding":"","_kad_post_feature":"","_kad_post_feature_position":"","_kad_post_header":false,"_kad_post_footer":false,"footnotes":""},"jetpack_sharing_enabled":true,"_links":{"self":[{"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/pages\/6830"}],"collection":[{"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/comments?post=6830"}],"version-history":[{"count":3,"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/pages\/6830\/revisions"}],"predecessor-version":[{"id":6833,"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/pages\/6830\/revisions\/6833"}],"wp:attachment":[{"href":"https:\/\/www.glc.us.es\/~jalonso\/exercitium\/wp-json\/wp\/v2\/media?parent=6830"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}