Wikipedia iawiki https://ia.wikipedia.org/wiki/Pagina_principal MediaWiki 1.39.0-wmf.25 first-letter Multimedia Special Discussion Usator Discussion Usator Wikipedia Discussion Wikipedia File Discussion File MediaWiki Discussion MediaWiki Patrono Discussion Patrono Adjuta Discussion Adjuta Categoria Discussion Categoria Portal Discussion Portal Appendice Discussion Appendice TimedText TimedText talk Module Module talk Gadget Gadget talk Gadget definition Gadget definition talk 14 15332 645930 627310 2022-08-20T02:07:58Z Tortoise0308 17411 Terra con T majuscule. wikitext text/x-wiki Un lista de [[cartographo]]s. {{Commonscat|Cartographers}} [[Categoria:Scientias del Terra]] [[Categoria:Geographia physic]] [[Categoria:Cartographia]] 01jar9n7i7oksxd7082b1b0ovg5hm17 0 17478 645927 613077 2022-08-19T23:33:31Z Quenke 33232 wikitext text/x-wiki [[Image:Rubik's cube.svg|thumb|right|Le permutationes del [[Cubo de Rubik]] forma un gruppo.]] In [[mathematica]] un '''gruppo'''{{linfoX}} es un [[structura algebric]] que consiste de un [[insimul]], ''G'', e un [[operation binari]], '''·''', tal que quatro conditiones (le ''axiomas de gruppos'') es satisfacite. Un exemplo es le insimul de [[numero integre|numeros integre]] con le operation de [[addition]]. Le axiomas es le sequentes. # (''clausura'') ''a'''·'''b'' es un elemento de ''G'' pro omne ''a'' e ''b'' in ''G''. # (''associativitate'') ''a'''''·'''(''b'''·'''c'') = (''a'''·'''b'')'''·'''''c'' pro omne ''a'', ''b'', e ''c'' in ''G''. # (''[[elemento neutre]]'') il ha un elemento ''e'' de ''G'' tal que ''e'''·'''a'' = ''a'''·'''e'' = ''a'' pro omne ''a'' in ''G''. #:''Nota'': On pote demonstrar que il ha solmente un tal elemento; on pote dicer ''le'' elemento neutre. # (''[[Elemento inverse|inverso]]'') pro omne ''a'' in ''G'' il ha un elemento ''b'' de ''G'' tal que ''b'''·'''a'' = ''a'''·'''b'' = ''e'', ubi ''e'' es le elemento neutre. #:''Nota'': On pote demonstrar que pro omne ''a'' il ha solmente un tal elemento como ''b''; on pote dicer ''le'' inverso de ''a''. Un notation commun es ''a''⁻¹. In le exemplo del numeros integre, (1.) le summa de duo numeros integre es un numero integre, (2.) ''m'' + (''n'' + ''p'') = (''m'' + ''n'') + ''p'' pro omne numeros integre ''m'', ''n'', e ''p'', (3.) le elemento neutre es 0, e (4.) le inverso de ''n'' es −''n''. Le numeros integre non es un gruppo con subtraction como le operation proque subtraction non es associative. ''Commutativitate'' (''a'''·'''b'' = ''b'''·'''a'') ''non'' es un axiom de gruppos: il ha gruppos ubi il ha elementos tal que ''a'''·'''b'' ≠ ''b'''·'''a''. Si le operation es commutative, le gruppo es un ''[[gruppo abelian]]''. == Notation == == Duo demonstrationes == == Exemplos == == Applicationes == == Historia == == Vide etiam == * [[Theoria de gruppos]] * [[Semigruppo]] * [[Anello (algebra)]] * [[Corpore (mathematica)]] * [[Anello de division]] * [[Spatio vectorial]] * [[Gruppo de Lie]] * [[Gruppo symmetric]] * [[Theoria de insimules]] * [[Tabella de leges algebric]] {{refer}} [[Categoria:Structuras algebric]] mltowckn5liumjhulamoe27bxm10fqf 0 40329 645928 632599 2022-08-20T00:48:54Z Tortoise0308 17411 version de traduction; nomine del infobox; orthographia:logarithmo; px -> upright in imagines; cat:Scientias del Terra (T majuscule). wikitext text/x-wiki {{infobox/articulo/generic}} [[File:Standardatmosphäre 1976 90km.png|thumb|upright=1.3|[[Temperatura]] e [[logarithmo]] de [[pression]] del atmosphera normal 1976 usque ad 90&nbsp;km altitude]] [[File:Atmosphäre Temperatur 600km.png|thumb|upright=1.3|[[Temperatura]] e massa molar del atmosphera usque ad 600&nbsp;km altitude]] Le '''atmosphera terrestre'''{{linfo}} es le massa de gases que circumfere le [[Terra]]. Le atmosphera consiste de moleculas chimic de [[nitrogeno]] (78,09 %), [[oxygeno]] (20,95 %), [[argon]] (0,93 %), [[dioxydo de carbon]] (0,0333 %) e alicun [[gas nobile|gases nobile]] ([[helium]], [[neon]], [[krypton]], [[xenon]]); illo anque contine [[methano]], [[hydrogeno]], oxydo e suboxydo de [[nitrogeno]], [[ozono]] e altere gases. Le mixtura es homogen usque circa 80 km de altitude, excepte pro un quantitate variabile de vapor de [[aqua]]; iste mixtura de gases es nominate ''[[aere]]''. Le circulation del aere e le [[condensation]] del vapor de aqua dependente del [[thermodynamica|conditiones thermodynamic]] del atmosphera causa le formation de [[nube]]s e le variation de insolation del radios [[Sol (object astronomic) |solar]]. Le massa del atmosphera terrestre es approximamente 5,10¹⁵ [[Conversion de unitates#Massa|tonnes]]. Le medie [[pression]] atmospheric presso le mar es 1013,25 hecto[[Unitate derivate del SI|pascal]] ([[Conditiones normal de temperatura e pression]]). A nivellos plus alte, le pression atmospheric diminue. == Subdivision del atmosphera terrestre == # [[troposphera]] (usque ad circa 12 km, variabile secundo le latitude del loco); spatio del processos [[meteorologia|meteorologic]]; strato transiente/interim: tropopausa # [[stratosphera]] (12 – 50 km); processos chimic(al) e physical: ozono ; strato transiente/interim: stratopausa # [[mesosphera]] (50 – 85 km), : mesopausa # [[thermosphera]] (85 – 500 km) # [[exosphera]] (500 – 2000 km) # [[ionosphera]] (85 – 2000 km) # ([[spatio cosmic]]) ==Galeria== <gallery> Atmo camadas.svg|thumb|left|180px|<!--Cappas del atmosphera; [[troposphera]], [[tropopausa]], [[stratosphera]], [[stratopausa]], [[mesosphera]], [[mesopausa]], [[thermosphera]]--> Atmosphäre Dichte 600km.png|thumb|left|180px|<!--_Durchschnittlicher_ [[_Luftdruck_]] _und_ [[_Luftdichte_]] _in_ _Abhängigkeit_ _von_ _der_ Alto.--> </gallery> {{refer}} {{traduction|eo|atmosfero (tero)|5956128}} [[Categoria:Meteorologia]] [[Categoria:Scientias del Terra]] [[Categoria:Physica]] 8vmnykiyhrim9wp2a0b2ja4038zzbgr 0 43891 645924 613796 2022-08-19T23:26:37Z Quenke 33232 wikitext text/x-wiki In [[mathematica]], le '''infimo'''{{linfoX}} es le '''inferior barriera le plus grande''', e le '''supremo''' es le '''superior barriera le minus grande''', si il se tracta de un [[ordine partial]]. Sia <math>A</math> un [[insimul]] con un ordine partial <math>\leq</math>, e <math>S \subseteq A</math> un [[subinsimul]] de <math>A</math>. Alora es ver: * Un elemento <math>a \in A</math> es un inferior barriera de <math>S</math>, si e solmente si <math>\forall x \in S \;\; a \leq x</math>. * Un elemento <math>a \in A</math> es un superior barriera de <math>S</math>, si e solmente si <math>\forall x \in S \;\; x \leq a</math>. == Minimo e maximo == Si <math>A</math> es le insimul <math>\mathbb{R}</math> del [[numero real|numeros real]], tunc vale: * Si <math>S</math> es barrate a infra e non-vacue, tunc <math>S</math> ha un inferior barriera le plus grande, le infimo; le notation es <math>\inf(S)</math>. ** Si <math>S</math> es barrate a infra, e le infimo de <math>S</math> pertine a <math>S</math>, tunc infimo es nominate anque le '''minimo''' de <math>S</math>; le notation es <math>\min(S)</math>. * Si <math>S</math> es barrate a supra e non-vacue, tunc <math>S</math> ha un superior barriera le minus grande, le supremo; le notation es <math>\sup(S)</math>. ** Si <math>S</math> es barrate a supra, e le supremo de <math>S</math> pertine a <math>S</math>, tunc supremo es nominate anque le '''maximo''' de <math>S</math>; le notation es <math>\max(S)</math>. {{refer}} [[Categoria:Mathematica]] 3s5wnyi68wgecc1t5i2e37vp74nib2s 645925 645924 2022-08-19T23:27:25Z Quenke 33232 /* Minimo e maximo */ wikitext text/x-wiki In [[mathematica]], le '''infimo'''{{linfoX}} es le '''inferior barriera le plus grande''', e le '''supremo''' es le '''superior barriera le minus grande''', si il se tracta de un [[ordine partial]]. Sia <math>A</math> un [[insimul]] con un ordine partial <math>\leq</math>, e <math>S \subseteq A</math> un [[subinsimul]] de <math>A</math>. Alora es ver: * Un elemento <math>a \in A</math> es un inferior barriera de <math>S</math>, si e solmente si <math>\forall x \in S \;\; a \leq x</math>. * Un elemento <math>a \in A</math> es un superior barriera de <math>S</math>, si e solmente si <math>\forall x \in S \;\; x \leq a</math>. == Minimo e maximo == Si <math>A</math> es le insimul <math>\mathbb{R}</math> del [[numero real|numeros real]], alora es ver: * Si <math>S</math> es barrate a infra e non-vacue, tunc <math>S</math> ha un inferior barriera le plus grande, le infimo; le notation es <math>\inf(S)</math>. ** Si <math>S</math> es barrate a infra, e le infimo de <math>S</math> pertine a <math>S</math>, tunc infimo es nominate anque le '''minimo''' de <math>S</math>; le notation es <math>\min(S)</math>. * Si <math>S</math> es barrate a supra e non-vacue, tunc <math>S</math> ha un superior barriera le minus grande, le supremo; le notation es <math>\sup(S)</math>. ** Si <math>S</math> es barrate a supra, e le supremo de <math>S</math> pertine a <math>S</math>, tunc supremo es nominate anque le '''maximo''' de <math>S</math>; le notation es <math>\max(S)</math>. {{refer}} [[Categoria:Mathematica]] 0jqxz9hvqy07fmthvs4fup7op1l6ust 0 44065 645926 645881 2022-08-19T23:29:15Z Quenke 33232 /* M */ wikitext text/x-wiki Isto es un lista alphabetic de terminos mathematic e de [[mathematico]]s, alora un '''lexico mathematic in Interlingua'''. = Explicationes = * Le symbolo ~ repete le termino principal. * Le symbolo = inter parentheses monstra un termino alternative. * Le symbolo → monstra ubi se trova le parola cercate o un altere parola con interesse. = Lexico= <div style="column-count:3;-moz-column-count:3;-webkit-column-count:3"> === A === * [[abaco]] * [[Niels Henrik Abel|Abel, Niels Henrik]] ** [[criterio de Abel|criterio de ~]] ** [[Gruppo abelian|gruppo ~ian]] * absolute → valor absolute * [[addition]] * [[Maria Gaetana Agnesi|Agnesi, Maria Gaetana]] * <math>{}^\text{1}</math>[[Algebra|algebra (branca de mathematica)]] ** [[Algebra abstracte|~ abstracte]] ** [[Algebra commutative|~ commutative]] ** [[Algebra linear|~ linear]] * <math>{}^\text{2}</math>[[Algebra super un anello commutative|algebra (structura)]] ** [[Algebra associative|~ associative]] ** [[Algebra de division|~ de division]] ** [[Algebra de Lie|~ de Lie]] ** [[Algebra super un corpore|~ super un corpore]] * [[Alternativitate (algebra)|alternativitate]] * [[Analyse (mathematica)|analyse (branca de mathematica)]] * [[André-Marie Ampère|Ampère, André-Marie]] * [[Anello (algebra)|anello]] ** [[Anello de division|~ de division]] ** [[Anello de integritate| ~ de integritate]] ** [[Anello de polynomios| ~ de polynomios]] ** [[Theoria de anellos|theoria de ~s]] * [[angulo]] * [[Archimedes]] * [[Aristarcho]] * [[arithmetica]] * [[associativitate]] ** [[Idemassociativitate|idem~]] * autoinverse → inverse * [[axioma]] === B === * banda ** [[banda (algebra)]] ** [[banda de Möbius| ~ de Möbius]] * base ** [[Induction mathematic|~ de induction]] * [[bijection]] * binari → operation binari * [[Brahmagupta]] * bucla → loop === C === * [[calculator]] * [[Calculo (mathematica)|calculo]] * [[Georg Cantor|Cantor, Georg]] * [[cardinalitate]] * [[Lewis Carroll|Carroll, Lewis]] * [[Arthur Cayley|Cayley, Arthur]] ** [[Tabella de Cayley|tabella de ~]] * [[centro (geometria)]] * [[circumferentia]] * [[circulo]] * codominio → dominio * [[commutativitate]] * complexe → numero complexe * [[Copertura (mathematica)|copertura]] * [[corollario]] * [[Corpore (mathematica)|corpore]] * [[Louis Couturat|Couturat, Louis]] * [[crescimento exponential]] * [[criterio de Abel]] === D === * [[René Descartes|Decartes, René]] * [[Richard Dedekind|Dedekind, Richard]] * [[diagonal principal]] * diagonal → matrice diagonal * [[Diophanto de Alexandria]] * [[Paul Dirac|Dirac, Paul]] * [[Division (mathematica)|division]] ** [[Division in duo|~ in duo]] * [[divisor de zero]] * [[Dominio (mathematica)|dominio]] ** [[Codominio|co~]] * [[Jean Marie Constant Duhamel|Duhamel, Jean Marie Constant]] === E === * [[eigenvalores e eigenvectores|eigenvalor]] * [[eigenvalores e eigenvectores|eigenvector]] * elemento ** [[Elemento inverse|~ inverse]] (= inverso) ** [[Elemento neutre|~ neutre]] * [[Ellipse (forma geometric)|ellipse]] * [[equasigruppo]] * [[equation]] ** [[Equation de Schrödinger|~ de Schrödinger]] * [[equipotentia]] * [[Euclide]] * [[Leonhard Euler|Euler, Leonhard]] * exponential → crescimento exponential * exponentiation → potentiation === F === * [[factorial]] * [[Flexibilitate (algebra)|flexibilitate]] * [[forma sesquilinear]] * [[fractal]] * [[fraction]] * fractionari → numero fractionari * [[Function (mathematica)|function]] * [[fuso (geometria)]] === G === * [[Carl Friedrich Gauss|Gauss, Carl Friedrich]] * [[geometria]] * [[googol]] * [[googolplex]] * [[grado (angulo)]] * [[Gruppo (mathematica)|gruppo]] ** [[Gruppo abelian|~ abelian]] ** [[Gruppo de Klein|~ de Klein]] ** [[Gruppo de Lie|~ de Lie]] ** [[Gruppo symmetric|~ symmetric]] ** [[Quasigruppo|quasi~]] *** [[Quasigruppo de Ward|quasi~ de Ward]] *** [[Subquasigruppo|subquasi~]] ** [[Semigruppo|semi~]] ** [[Subgruppo|sub~]] ** [[Tabella de parve gruppos|tabella de parve ~s]] ** [[Theoria de gruppos|theoria de ~s]] === H === * [[David Hilbert|Hilbert, David]] * [[Hipparcho]] * [[Józef Hoene-Wroński|Hoene-Wroński, Józef]] * [[homomorphismo]] * [[Induction mathematic|hypothese inductive]] === I === * [[Ideal (theoria de anellos)|ideal]] * [[idemassociativitate]] * [[idempotentia]] * imaginari → numero imaginari, unitate imaginari * [[Imagine (mathematica)|imagine]] ** [[Preimagine (mathematica)|pre~]] * [[induction mathematic]] * [[infimo e supremo|infimo]] * [[infinitate]] * [[Injection (mathematica)|injection]] * [[insimul]] ** [[Insimul de potentia|~ de potentia]] ** [[Insimul sustenente| ~ sustente]] ** [[Subinsimul|sub~]] ** [[Theoria de insimules|theoria de ~es]] * integre → numero integre * [[intersection (theoria de insimules)]] * inverse ** [[involution|auto~]] * inverso → elemento inverse * [[involution]] * [[isomorphismo]] === J === * [[Carl Gustav Jakob Jacobi|Jacobi, Carl Gustav Jakob]] === K === * kernel → nucleo * [[Omar Khayyam|Khayyam, Omar]] * [[Mohamet ibn Musa al-Khwarizmi|Khwarizmi, Mohamet ibn Musa al]] * [[Wilhelm Killing|Killing, Wilhelm]] * [[Felix Klein|Klein, Felix]] ** [[Gruppo de Klein|gruppo de ~]] === L === * [[Pierre-Simon Laplace|Laplace, Pierre-Simon]] ** [[Transformation de Laplace|transformation de ~]] * [[Lege (mathematica)|lege (algebric)]] * [[Gottfried Wilhelm von Leibniz|Leibniz, Gottfried Wilhelm von]] * [[lemma]] * [[Sophus Lie|Lie, Sophus]] ** [[Gruppo de Lie|gruppo de ~]] * linear → algebra linear * [[logarithmo]] * [[logica]] * [[loop]] (= bucla) * [[Jan Łukasiewicz|Łukasiewicz, Jan]] === M === * [[Magma (mathematica)|magma]] ** [[Magma semisymmetric|~ semisymmetric]] ** [[Magma unipotente|~ unipotente]] ** [[Magma zeropotente|~ zeropotente]] ** [[Submagma (mathematica)|sub~]] * [[mantissa]] * [[mappamento]] ** [[Mappamento antilinear|~ antilinear]] * [[mathematica]] ** [[Mathematica applicate|~ applicate]] ** [[Mathematica pur|~ pur]] * [[Matrice (mathematica)|matrice]] ** [[Matrice diagonal|~ diagonal]] ** [[Matrice identitate|~ identitate]] ** [[Matrice unipotente|~ unipotente]] * [[maximo]] * [[James Clerk Maxwell|Maxwell, James Clark]] * [[Francisco de Melo (episcopo)|Melo, Francisco de]] * [[minimo]] * [[Modulo (algebra)|modulo]] * [[monoide]] * [[multiplication]] === N === * [[John Napier|Napier, John]] * natural → numero natural * [[Necessitate e sufficientia|necessitate]] * neutre → elemento neutre * [[Isaac Newton|Newton, Isaac]] * [[Nicomacho]] * [[nilpotentia]] * [[nucleo (algebra)]] (= kernel) * [[numero]] ** [[Numero complexe|~ complexe]] ** [[Numero fractionari|~ fractionari]] (= numero rational) ** [[Numero imaginari|~ imaginari]] ** [[Numero integre|~ integre]] ** [[Numero irrational|~ irrational]] ** [[Numero natural|~ natural]] ** [[Numero prime|~ prime]] (= primo) ** [[Numero rational|~ rational]] ** [[Numero real|~ real]] === O === * [[octonion]] * [[Operando (mathematica)|operando]] * [[operation binari]] * ordinate → par ordinate === P === * [[Luca Pacioli|Pacioli, Luca]] * [[par ordinate]] * [[Blaise Pascal|Pascal, Blaise]] * [[Induction mathematic|passo inductive]] * [[Giuseppe Peano|Peano, Giuseppe]] * [[perimetro]] * [[plano]] * platonic → solido platonic * potentia ** [[Insimul de potentia|insimul de ~]] ** [[potentiation]] ** [[Unipotentia|uni~]] ** [[Magma zeropotente|zero~]] * [[potentiation]] * preimagine → imagine * primo → numero prime * principal → diagonal principal * [[probabilitate]] * producto ** [[Producto cartesian|~ cartesian]] * proprie → eigenvector * [[prova mathematic]] * [[Ptolemeo]] * [[puncto (geometria)]] * [[Pythagoras]] ** [[Theorema de Pythagoras|theorema de ~]] === Q === * [[quantificator]] * quasigruppo → gruppo * [[quaternion]] === R === * [[radio (geometria)]] * [[ration auree]] * rational → numero rational * real → numero real * [[recta]] * [[Relation (mathematica)|relation]] * [[reporto (arithmetica)]] * [[reticulo (algebra)]] ** [[Semireticulo|semi~]] * [[Bernhard Riemann|Riemann, Bernhard]] * [[Bertrand Russell|Russell, Bertrand]] === S === * [[scalar]] * [[Erwin Schrödinger|Schrödinger, Erwin]] ** [[Equation de Schrödinger|equation de ~]] * [[sedenion]] * [[segmento]] * semigruppo → gruppo * semireticulo → reticulo * [[Sequentia (mathematica)|sequentia]] * [[Serie (mathematica)|serie]] * sesquilinear → forma sesquilinear * solido ** [[Solido de revolution|~ de revolution]] ** [[Solido platonic|~ platonic]] * [[spatio]] ** [[Spatio vectorial|~ vectorial]] * [[sphera]] * [[statistica]] * [[stochastica]] * [[structura algebric]] * subinsimul → insimul * [[Necessitate e sufficientia|sufficientia]] * [[summa]] * [[superficie]] * [[infimo e supremo|supremo]] * [[surjection]] * [[symmetria]] ** [[Semisymmetria|semi~]] * symmetric → gruppo symmetric * [[systema de equationes linear]] === T === * tabella ** [[Tabella de Cayley|~ de Cayley]] ** [[Tabella de leges algebric|~ de leges algebric]] ** [[Tabella de parve gruppos|~ de parve gruppos]] ** [[Tabella de symbolos mathematic|~ de symbolos mathematic]] * [[Thales]] * [[theorema]] ** [[Theorema de Pythagoras|~ de Pythagoras]] * theoria ** [[Theoria de anellos|~ de anellos]] ** [[Theoria de gruppos|~ de gruppos]] ** [[Theoria de insimules|~ de insimules]] ** [[Theoria de jocos|~ de jocos]] ** [[Theoria de modellos|~ de modellos]] * <math>{}^\text{1}</math>[[topologia (branca de mathematica)]] * <math>{}^\text{2}</math>[[topologia (structura)]] * [[toro]] * [[tracia (matrice)]] * [[transformation de Laplace]] * [[tupla]] === U === * [[union (theoria de insimules)]] * <math>{}^\text{1}</math>unipotente → magma unipotente * <math>{}^\text{2}</math>unipotente → matrice unipotente * [[unipotentia]] * [[unitate imaginari]] * [[Pavel Urysohn|Urysohn, Pavel]] === V === * valor ** [[valor absolute|~ absolute]] ** [[Eigenvalores e eigenvectores|~ proprie]] (= eigenvalor) * [[vector]] ** [[Eigenvalores e eigenvectores|~ proprie]] (= eigenvector) * vectorial → spatio vectorial * [[volumine]] === W === * [[Karl Weierstraß|Weierstraß, Karl]] === Z === * [[Hans Julius Zassenhaus|Zassenhaus, Hans Julius]] * [[Ernst Zermelo|Zermelo, Ernst]] * [[0 (numero)|zero]] ** [[Divisor de zero|divisor de ~]] ** [[Magma zeropotente|~potentia]] * zeropotente → magma zeropotente </div> [[Categoria:Mathematica]] qvkz694tcdzirr85izpswhpub6e4hmg 645935 645926 2022-08-20T11:30:10Z Quenke 33232 wikitext text/x-wiki Isto es un lista alphabetic de terminos mathematic e de [[mathematico]]s, alora un '''lexico mathematic in Interlingua'''. = Explicationes = * Le symbolo ~ repete le termino principal. * Le symbolo = inter parentheses monstra un termino alternative. * Le symbolo → monstra ubi se trova le parola cercate o un altere parola con interesse. = Lexico= <div style="column-count:3;-moz-column-count:3;-webkit-column-count:3"> === A === * [[abaco]] * [[Niels Henrik Abel|Abel, Niels Henrik]] ** [[criterio de Abel|criterio de ~]] ** [[Gruppo abelian|gruppo ~ian]] * absolute → valor absolute * [[addition]] * [[Maria Gaetana Agnesi|Agnesi, Maria Gaetana]] * <math>{}^\text{1}</math>[[Algebra|algebra (branca de mathematica)]] ** [[Algebra abstracte|~ abstracte]] ** [[Algebra commutative|~ commutative]] ** [[Algebra linear|~ linear]] * <math>{}^\text{2}</math>[[Algebra super un anello commutative|algebra (structura)]] ** [[Algebra associative|~ associative]] ** [[Algebra de division|~ de division]] ** [[Algebra de Lie|~ de Lie]] ** [[Algebra super un corpore|~ super un corpore]] * [[Alternativitate (algebra)|alternativitate]] * [[Analyse (mathematica)|analyse (branca de mathematica)]] * [[André-Marie Ampère|Ampère, André-Marie]] * [[Anello (algebra)|anello]] ** [[Anello de division|~ de division]] ** [[Anello de integritate| ~ de integritate]] ** [[Anello de polynomios| ~ de polynomios]] ** [[Theoria de anellos|theoria de ~s]] * [[angulo]] * [[Archimedes]] * [[Aristarcho]] * [[arithmetica]] * [[associativitate]] ** [[Idemassociativitate|idem~]] * autoinverse → inverse * [[axioma]] === B === * banda ** [[banda (algebra)]] ** [[banda de Möbius| ~ de Möbius]] * base ** [[Induction mathematic|~ de induction]] * [[bijection]] * binari → operation binari * [[Brahmagupta]] * bucla → loop === C === * [[calculator]] * [[Calculo (mathematica)|calculo]] * [[Georg Cantor|Cantor, Georg]] * [[cardinalitate]] * [[Lewis Carroll|Carroll, Lewis]] * [[Arthur Cayley|Cayley, Arthur]] ** [[Tabella de Cayley|tabella de ~]] * [[centro (geometria)]] * [[circumferentia]] * [[circulo]] * codominio → dominio * [[commutativitate]] * complexe → numero complexe * [[Copertura (mathematica)|copertura]] * [[corollario]] * [[Corpore (mathematica)|corpore]] * [[Louis Couturat|Couturat, Louis]] * [[crescimento exponential]] * [[criterio de Abel]] === D === * [[René Descartes|Decartes, René]] * [[Richard Dedekind|Dedekind, Richard]] * [[diagonal principal]] * diagonal → matrice diagonal * [[Diophanto de Alexandria]] * [[Paul Dirac|Dirac, Paul]] * [[Division (mathematica)|division]] ** [[Division in duo|~ in duo]] * [[divisor de zero]] * [[Dominio (mathematica)|dominio]] ** [[Codominio|co~]] * [[Jean Marie Constant Duhamel|Duhamel, Jean Marie Constant]] === E === * [[eigenvalores e eigenvectores|eigenvalor]] * [[eigenvalores e eigenvectores|eigenvector]] * elemento ** [[Elemento inverse|~ inverse]] (= inverso) ** [[Elemento neutre|~ neutre]] * [[Ellipse (forma geometric)|ellipse]] * [[equasigruppo]] * [[equation]] ** [[Equation de Schrödinger|~ de Schrödinger]] * [[equipotentia]] * [[Euclide]] * [[Leonhard Euler|Euler, Leonhard]] * exponential → crescimento exponential * exponentiation → potentiation === F === * [[factorial]] * [[Flexibilitate (algebra)|flexibilitate]] * [[forma sesquilinear]] * [[fractal]] * [[fraction]] * fractionari → numero fractionari * [[Function (mathematica)|function]] * [[fuso (geometria)]] === G === * [[Carl Friedrich Gauss|Gauss, Carl Friedrich]] * [[geometria]] * [[googol]] * [[googolplex]] * [[grado (angulo)]] * [[Gruppo (mathematica)|gruppo]] ** [[Gruppo abelian|~ abelian]] ** [[Gruppo de Klein|~ de Klein]] ** [[Gruppo de Lie|~ de Lie]] ** [[Gruppo symmetric|~ symmetric]] ** [[Quasigruppo|quasi~]] *** [[Quasigruppo de Ward|quasi~ de Ward]] *** [[Subquasigruppo|subquasi~]] ** [[Semigruppo|semi~]] ** [[Subgruppo|sub~]] ** [[Tabella de parve gruppos|tabella de parve ~s]] ** [[Theoria de gruppos|theoria de ~s]] === H === * [[David Hilbert|Hilbert, David]] * [[Hipparcho]] * [[Józef Hoene-Wroński|Hoene-Wroński, Józef]] * [[homomorphismo]] * [[Induction mathematic|hypothese inductive]] === I === * [[Ideal (theoria de anellos)|ideal]] * [[idemassociativitate]] * [[idempotentia]] * imaginari → numero imaginari, unitate imaginari * [[Imagine (mathematica)|imagine]] ** [[Preimagine (mathematica)|pre~]] * [[induction mathematic]] * [[infimo e supremo|infimo]] * [[infinitate]] * [[Injection (mathematica)|injection]] * [[insimul]] ** [[Insimul de potentia|~ de potentia]] ** [[Insimul sustenente| ~ sustente]] ** [[Subinsimul|sub~]] ** [[Theoria de insimules|theoria de ~es]] * integre → numero integre * [[intersection (theoria de insimules)]] * inverse ** [[involution|auto~]] * inverso → elemento inverse * [[involution]] * [[isomorphismo]] === J === * [[Carl Gustav Jakob Jacobi|Jacobi, Carl Gustav Jakob]] === K === * kernel → nucleo * [[Omar Khayyam|Khayyam, Omar]] * [[Mohamet ibn Musa al-Khwarizmi|Khwarizmi, Mohamet ibn Musa al]] * [[Wilhelm Killing|Killing, Wilhelm]] * [[Felix Klein|Klein, Felix]] ** [[Gruppo de Klein|gruppo de ~]] === L === * [[Pierre-Simon Laplace|Laplace, Pierre-Simon]] ** [[Transformation de Laplace|transformation de ~]] * [[Lege (mathematica)|lege (algebric)]] * [[Gottfried Wilhelm von Leibniz|Leibniz, Gottfried Wilhelm von]] * [[lemma]] * [[Sophus Lie|Lie, Sophus]] ** [[Gruppo de Lie|gruppo de ~]] * linear → algebra linear * [[logarithmo]] * [[logica]] * [[loop]] (= bucla) * [[Jan Łukasiewicz|Łukasiewicz, Jan]] === M === * [[Magma (mathematica)|magma]] ** [[Magma semisymmetric|~ semisymmetric]] ** [[Magma unipotente|~ unipotente]] ** [[Magma zeropotente|~ zeropotente]] ** [[Submagma (mathematica)|sub~]] * [[mantissa]] * [[mappamento]] ** [[Mappamento antilinear|~ antilinear]] * [[mathematica]] ** [[Mathematica applicate|~ applicate]] ** [[Mathematica pur|~ pur]] * [[Matrice (mathematica)|matrice]] ** [[Matrice diagonal|~ diagonal]] ** [[Matrice identitate|~ identitate]] ** [[Matrice unipotente|~ unipotente]] * [[maximo]] * [[James Clerk Maxwell|Maxwell, James Clark]] * [[Francisco de Melo (episcopo)|Melo, Francisco de]] * [[minimo]] * [[Modulo (algebra)|modulo]] * [[monoide]] * [[multiplication]] === N === * [[John Napier|Napier, John]] * natural → numero natural * [[Necessitate e sufficientia|necessitate]] * neutre → elemento neutre * [[Isaac Newton|Newton, Isaac]] * [[Nicomacho]] * [[nilpotentia]] * [[nucleo (algebra)]] (= kernel) * [[numero]] ** [[Numero complexe|~ complexe]] ** [[Numero fractionari|~ fractionari]] (= numero rational) ** [[Numero imaginari|~ imaginari]] ** [[Numero integre|~ integre]] ** [[Numero irrational|~ irrational]] ** [[Numero natural|~ natural]] ** [[Numero prime|~ prime]] (= primo) ** [[Numero rational|~ rational]] ** [[Numero real|~ real]] === O === * [[octonion]] * [[Operando (mathematica)|operando]] * [[operation binari]] * ordinate → par ordinate === P === * [[Luca Pacioli|Pacioli, Luca]] * [[par ordinate]] * [[Blaise Pascal|Pascal, Blaise]] * [[Induction mathematic|passo inductive]] * [[Giuseppe Peano|Peano, Giuseppe]] * [[perimetro]] * [[plano]] * platonic → solido platonic * potentia ** [[Insimul de potentia|insimul de ~]] ** [[potentiation]] ** [[Unipotentia|uni~]] ** [[Magma zeropotente|zero~]] * [[potentiation]] * preimagine → imagine * primo → numero prime * principal → diagonal principal * [[probabilitate]] * producto ** [[Producto cartesian|~ cartesian]] * proprie → eigenvector * [[prova mathematic]] * [[Ptolemeo]] * [[puncto (geometria)]] * [[Pythagoras]] ** [[Theorema de Pythagoras|theorema de ~]] === Q === * [[quantificator]] * quasigruppo → gruppo * [[quaternion]] === R === * [[radio (geometria)]] * [[ration auree]] * rational → numero rational * real → numero real * [[recta]] * [[Relation (mathematica)|relation]] * [[reporto (arithmetica)]] * [[reticulo (algebra)]] ** [[Semireticulo|semi~]] * [[Bernhard Riemann|Riemann, Bernhard]] * [[Bertrand Russell|Russell, Bertrand]] === S === * [[scalar]] * [[Erwin Schrödinger|Schrödinger, Erwin]] ** [[Equation de Schrödinger|equation de ~]] * [[sedenion]] * [[segmento]] * semigruppo → gruppo * semireticulo → reticulo * [[Sequentia (mathematica)|sequentia]] * [[Serie (mathematica)|serie]] * sesquilinear → forma sesquilinear * solido ** [[Solido de revolution|~ de revolution]] ** [[Solido platonic|~ platonic]] * [[spatio]] ** [[Spatio vectorial|~ vectorial]] * [[sphera]] * [[statistica]] * [[stochastica]] * [[structura algebric]] * subinsimul → insimul * [[Necessitate e sufficientia|sufficientia]] * [[summa]] * [[superficie]] * [[infimo e supremo|supremo]] * [[surjection]] * [[symmetria]] ** [[Semisymmetria|semi~]] * symmetric → gruppo symmetric * [[systema de equationes linear]] === T === * tabella ** [[Tabella de Cayley|~ de Cayley]] ** [[Tabella de leges algebric|~ de leges algebric]] ** [[Tabella de parve gruppos|~ de parve gruppos]] ** [[Tabella de symbolos mathematic|~ de symbolos mathematic]] * [[Thales]] * [[theorema]] ** [[Theorema de Pythagoras|~ de Pythagoras]] * theoria ** [[Theoria de anellos|~ de anellos]] ** [[Theoria de gruppos|~ de gruppos]] ** [[Theoria de insimules|~ de insimules]] ** [[Theoria de jocos|~ de jocos]] ** [[Theoria de modellos|~ de modellos]] * <math>{}^\text{1}</math>[[topologia (branca de mathematica)]] * <math>{}^\text{2}</math>[[topologia (structura)]] * [[toro]] * [[tracia (matrice)]] * [[transformation de Laplace]] * [[tupla]] === U === * [[union (theoria de insimules)]] * <math>{}^\text{1}</math>unipotente → magma unipotente * <math>{}^\text{2}</math>unipotente → matrice unipotente * [[unipotentia]] * [[unitate imaginari]] * [[Pavel Urysohn|Urysohn, Pavel]] === V === * valor ** [[valor absolute|~ absolute]] ** [[Eigenvalores e eigenvectores|~ proprie]] (= eigenvalor) * [[vector]] ** [[Eigenvalores e eigenvectores|~ proprie]] (= eigenvector) * vectorial → spatio vectorial * [[volumine]] === W === * [[Karl Weierstraß|Weierstraß, Karl]] === Z === * [[Hans Julius Zassenhaus|Zassenhaus, Hans Julius]] * [[Ernst Zermelo|Zermelo, Ernst]] * [[0 (numero)|zero]] ** [[Divisor de zero|divisor de ~]] ** [[Magma zeropotente|~potentia]] * zeropotente → magma zeropotente </div> == Vide etiam == * [[Lista alphabetic de expressiones mathematic]] [[Categoria:Mathematica]] sdlxj1xix9ucg1az7zl6ecatur3bsfj 645936 645935 2022-08-20T11:30:52Z Quenke 33232 wikitext text/x-wiki Isto es un lista alphabetic de terminos mathematic e de [[mathematico]]s, alora un '''lexico mathematic in Interlingua'''. = Explicationes = * Le symbolo ~ repete le termino principal. * Le symbolo = inter parentheses monstra un termino alternative. * Le symbolo → monstra ubi se trova le parola cercate o un altere parola con interesse. = Lexico= <div style="column-count:3;-moz-column-count:3;-webkit-column-count:3"> === A === * [[abaco]] * [[Niels Henrik Abel|Abel, Niels Henrik]] ** [[criterio de Abel|criterio de ~]] ** [[Gruppo abelian|gruppo ~ian]] * absolute → valor absolute * [[addition]] * [[Maria Gaetana Agnesi|Agnesi, Maria Gaetana]] * <math>{}^\text{1}</math>[[Algebra|algebra (branca de mathematica)]] ** [[Algebra abstracte|~ abstracte]] ** [[Algebra commutative|~ commutative]] ** [[Algebra linear|~ linear]] * <math>{}^\text{2}</math>[[Algebra super un anello commutative|algebra (structura)]] ** [[Algebra associative|~ associative]] ** [[Algebra de division|~ de division]] ** [[Algebra de Lie|~ de Lie]] ** [[Algebra super un corpore|~ super un corpore]] * [[Alternativitate (algebra)|alternativitate]] * [[Analyse (mathematica)|analyse (branca de mathematica)]] * [[André-Marie Ampère|Ampère, André-Marie]] * [[Anello (algebra)|anello]] ** [[Anello de division|~ de division]] ** [[Anello de integritate| ~ de integritate]] ** [[Anello de polynomios| ~ de polynomios]] ** [[Theoria de anellos|theoria de ~s]] * [[angulo]] * [[Archimedes]] * [[Aristarcho]] * [[arithmetica]] * [[associativitate]] ** [[Idemassociativitate|idem~]] * autoinverse → inverse * [[axioma]] === B === * banda ** [[banda (algebra)]] ** [[banda de Möbius| ~ de Möbius]] * base ** [[Induction mathematic|~ de induction]] * [[bijection]] * binari → operation binari * [[Brahmagupta]] * bucla → loop === C === * [[calculator]] * [[Calculo (mathematica)|calculo]] * [[Georg Cantor|Cantor, Georg]] * [[cardinalitate]] * [[Lewis Carroll|Carroll, Lewis]] * [[Arthur Cayley|Cayley, Arthur]] ** [[Tabella de Cayley|tabella de ~]] * [[centro (geometria)]] * [[circumferentia]] * [[circulo]] * codominio → dominio * [[commutativitate]] * complexe → numero complexe * [[Copertura (mathematica)|copertura]] * [[corollario]] * [[Corpore (mathematica)|corpore]] * [[Louis Couturat|Couturat, Louis]] * [[crescimento exponential]] * [[criterio de Abel]] === D === * [[René Descartes|Decartes, René]] * [[Richard Dedekind|Dedekind, Richard]] * [[diagonal principal]] * diagonal → matrice diagonal * [[Diophanto de Alexandria]] * [[Paul Dirac|Dirac, Paul]] * [[Division (mathematica)|division]] ** [[Division in duo|~ in duo]] * [[divisor de zero]] * [[Dominio (mathematica)|dominio]] ** [[Codominio|co~]] * [[Jean Marie Constant Duhamel|Duhamel, Jean Marie Constant]] === E === * [[eigenvalores e eigenvectores|eigenvalor]] * [[eigenvalores e eigenvectores|eigenvector]] * elemento ** [[Elemento inverse|~ inverse]] (= inverso) ** [[Elemento neutre|~ neutre]] * [[Ellipse (forma geometric)|ellipse]] * [[equasigruppo]] * [[equation]] ** [[Equation de Schrödinger|~ de Schrödinger]] * [[equipotentia]] * [[Euclide]] * [[Leonhard Euler|Euler, Leonhard]] * exponential → crescimento exponential * exponentiation → potentiation === F === * [[factorial]] * [[Flexibilitate (algebra)|flexibilitate]] * [[forma sesquilinear]] * [[fractal]] * [[fraction]] * fractionari → numero fractionari * [[Function (mathematica)|function]] * [[fuso (geometria)]] === G === * [[Carl Friedrich Gauss|Gauss, Carl Friedrich]] * [[geometria]] * [[googol]] * [[googolplex]] * [[grado (angulo)]] * [[Gruppo (mathematica)|gruppo]] ** [[Gruppo abelian|~ abelian]] ** [[Gruppo de Klein|~ de Klein]] ** [[Gruppo de Lie|~ de Lie]] ** [[Gruppo symmetric|~ symmetric]] ** [[Quasigruppo|quasi~]] *** [[Quasigruppo de Ward|quasi~ de Ward]] *** [[Subquasigruppo|subquasi~]] ** [[Semigruppo|semi~]] ** [[Subgruppo|sub~]] ** [[Tabella de parve gruppos|tabella de parve ~s]] ** [[Theoria de gruppos|theoria de ~s]] === H === * [[David Hilbert|Hilbert, David]] * [[Hipparcho]] * [[Józef Hoene-Wroński|Hoene-Wroński, Józef]] * [[homomorphismo]] * [[Induction mathematic|hypothese inductive]] === I === * [[Ideal (theoria de anellos)|ideal]] * [[idemassociativitate]] * [[idempotentia]] * imaginari → numero imaginari, unitate imaginari * [[Imagine (mathematica)|imagine]] ** [[Preimagine (mathematica)|pre~]] * [[induction mathematic]] * [[infimo e supremo|infimo]] * [[infinitate]] * [[Injection (mathematica)|injection]] * [[insimul]] ** [[Insimul de potentia|~ de potentia]] ** [[Insimul sustenente| ~ sustente]] ** [[Subinsimul|sub~]] ** [[Theoria de insimules|theoria de ~es]] * integre → numero integre * [[intersection (theoria de insimules)]] * inverse ** [[involution|auto~]] * inverso → elemento inverse * [[involution]] * [[isomorphismo]] === J === * [[Carl Gustav Jakob Jacobi|Jacobi, Carl Gustav Jakob]] === K === * kernel → nucleo * [[Omar Khayyam|Khayyam, Omar]] * [[Mohamet ibn Musa al-Khwarizmi|Khwarizmi, Mohamet ibn Musa al]] * [[Wilhelm Killing|Killing, Wilhelm]] * [[Felix Klein|Klein, Felix]] ** [[Gruppo de Klein|gruppo de ~]] === L === * [[Pierre-Simon Laplace|Laplace, Pierre-Simon]] ** [[Transformation de Laplace|transformation de ~]] * [[Lege (mathematica)|lege (algebric)]] * [[Gottfried Wilhelm von Leibniz|Leibniz, Gottfried Wilhelm von]] * [[lemma]] * [[Sophus Lie|Lie, Sophus]] ** [[Gruppo de Lie|gruppo de ~]] * linear → algebra linear * [[logarithmo]] * [[logica]] * [[loop]] (= bucla) * [[Jan Łukasiewicz|Łukasiewicz, Jan]] === M === * [[Magma (mathematica)|magma]] ** [[Magma semisymmetric|~ semisymmetric]] ** [[Magma unipotente|~ unipotente]] ** [[Magma zeropotente|~ zeropotente]] ** [[Submagma (mathematica)|sub~]] * [[mantissa]] * [[mappamento]] ** [[Mappamento antilinear|~ antilinear]] * [[mathematica]] ** [[Mathematica applicate|~ applicate]] ** [[Mathematica pur|~ pur]] * [[Matrice (mathematica)|matrice]] ** [[Matrice diagonal|~ diagonal]] ** [[Matrice identitate|~ identitate]] ** [[Matrice unipotente|~ unipotente]] * [[maximo]] * [[James Clerk Maxwell|Maxwell, James Clark]] * [[Francisco de Melo (episcopo)|Melo, Francisco de]] * [[minimo]] * [[Modulo (algebra)|modulo]] * [[monoide]] * [[multiplication]] === N === * [[John Napier|Napier, John]] * natural → numero natural * [[Necessitate e sufficientia|necessitate]] * neutre → elemento neutre * [[Isaac Newton|Newton, Isaac]] * [[Nicomacho]] * [[nilpotentia]] * [[nucleo (algebra)]] (= kernel) * [[numero]] ** [[Numero complexe|~ complexe]] ** [[Numero fractionari|~ fractionari]] (= numero rational) ** [[Numero imaginari|~ imaginari]] ** [[Numero integre|~ integre]] ** [[Numero irrational|~ irrational]] ** [[Numero natural|~ natural]] ** [[Numero prime|~ prime]] (= primo) ** [[Numero rational|~ rational]] ** [[Numero real|~ real]] === O === * [[octonion]] * [[Operando (mathematica)|operando]] * [[operation binari]] * ordinate → par ordinate === P === * [[Luca Pacioli|Pacioli, Luca]] * [[par ordinate]] * [[Blaise Pascal|Pascal, Blaise]] * [[Induction mathematic|passo inductive]] * [[Giuseppe Peano|Peano, Giuseppe]] * [[perimetro]] * [[plano]] * platonic → solido platonic * potentia ** [[Insimul de potentia|insimul de ~]] ** [[potentiation]] ** [[Unipotentia|uni~]] ** [[Magma zeropotente|zero~]] * [[potentiation]] * preimagine → imagine * primo → numero prime * principal → diagonal principal * [[probabilitate]] * producto ** [[Producto cartesian|~ cartesian]] * proprie → eigenvector * [[prova mathematic]] * [[Ptolemeo]] * [[puncto (geometria)]] * [[Pythagoras]] ** [[Theorema de Pythagoras|theorema de ~]] === Q === * [[quantificator]] * quasigruppo → gruppo * [[quaternion]] === R === * [[radio (geometria)]] * [[ration auree]] * rational → numero rational * real → numero real * [[recta]] * [[Relation (mathematica)|relation]] * [[reporto (arithmetica)]] * [[reticulo (algebra)]] ** [[Semireticulo|semi~]] * [[Bernhard Riemann|Riemann, Bernhard]] * [[Bertrand Russell|Russell, Bertrand]] === S === * [[scalar]] * [[Erwin Schrödinger|Schrödinger, Erwin]] ** [[Equation de Schrödinger|equation de ~]] * [[sedenion]] * [[segmento]] * semigruppo → gruppo * semireticulo → reticulo * [[Sequentia (mathematica)|sequentia]] * [[Serie (mathematica)|serie]] * sesquilinear → forma sesquilinear * solido ** [[Solido de revolution|~ de revolution]] ** [[Solido platonic|~ platonic]] * [[spatio]] ** [[Spatio vectorial|~ vectorial]] * [[sphera]] * [[statistica]] * [[stochastica]] * [[structura algebric]] * subinsimul → insimul * [[Necessitate e sufficientia|sufficientia]] * [[summa]] * [[superficie]] * [[infimo e supremo|supremo]] * [[surjection]] * [[symmetria]] ** [[Semisymmetria|semi~]] * symmetric → gruppo symmetric * [[systema de equationes linear]] === T === * tabella ** [[Tabella de Cayley|~ de Cayley]] ** [[Tabella de leges algebric|~ de leges algebric]] ** [[Tabella de parve gruppos|~ de parve gruppos]] ** [[Tabella de symbolos mathematic|~ de symbolos mathematic]] * [[Thales]] * [[theorema]] ** [[Theorema de Pythagoras|~ de Pythagoras]] * theoria ** [[Theoria de anellos|~ de anellos]] ** [[Theoria de gruppos|~ de gruppos]] ** [[Theoria de insimules|~ de insimules]] ** [[Theoria de jocos|~ de jocos]] ** [[Theoria de modellos|~ de modellos]] * <math>{}^\text{1}</math>[[topologia (branca de mathematica)]] * <math>{}^\text{2}</math>[[topologia (structura)]] * [[toro]] * [[tracia (matrice)]] * [[transformation de Laplace]] * [[tupla]] === U === * [[union (theoria de insimules)]] * <math>{}^\text{1}</math>unipotente → magma unipotente * <math>{}^\text{2}</math>unipotente → matrice unipotente * [[unipotentia]] * [[unitate imaginari]] * [[Pavel Urysohn|Urysohn, Pavel]] === V === * valor ** [[valor absolute|~ absolute]] ** [[Eigenvalores e eigenvectores|~ proprie]] (= eigenvalor) * [[vector]] ** [[Eigenvalores e eigenvectores|~ proprie]] (= eigenvector) * vectorial → spatio vectorial * [[volumine]] === W === * [[Karl Weierstraß|Weierstraß, Karl]] === Z === * [[Hans Julius Zassenhaus|Zassenhaus, Hans Julius]] * [[Ernst Zermelo|Zermelo, Ernst]] * [[0 (numero)|zero]] ** [[Divisor de zero|divisor de ~]] ** [[Magma zeropotente|~potentia]] * zeropotente → magma zeropotente </div> = Vide etiam = * [[Lista alphabetic de expressiones mathematic]] [[Categoria:Mathematica]] nmx7xls4r4xuez9t6xn4v2ntszahvrr 0 47977 645929 2022-08-20T01:56:39Z 136.158.48.164 Pagina create con 'Le Tom and Jerry Show es un serie de television animate per Flash american producite per Warner Bros. Entertainment e animate per Renegade Animation {{Infobox Television|image=[[File:Tom And Jerry Logo 2014.png |200px]]|network=[[Cartoon Network]]|first_aired=9 april 2014|last_aired=15 februario 2021|bgcolour=#00008B|color text=#FFFF00}} animate e animate per animation animate. Illo es basate sur le characteres Tom e Jerry e series de cartoones theatric create per Wil...' wikitext text/x-wiki Le Tom and Jerry Show es un serie de television animate per Flash american producite per Warner Bros. Entertainment e animate per Renegade Animation {{Infobox Television|image=[[File:Tom And Jerry Logo 2014.png |200px]]|network=[[Cartoon Network]]|first_aired=9 april 2014|last_aired=15 februario 2021|bgcolour=#00008B|color text=#FFFF00}} animate e animate per animation animate. Illo es basate sur le characteres Tom e Jerry e series de cartoones theatric create per William Hanna e Joseph Barbera. Le serie prime premisare in Canada sur Teletone le 1 de martio de 2014, e comenciava a aviar in le rete Cartoon in le Statos Unite le 9 de april de 2014, ma anque aviar in Boomerang in le USA. In 2017, the series moved to Boomerang in the U.S. The fourth season was released on February 1, 2021, on Boomerang SVOD and on the Cartoon Network app. Le cincte e final season esseva liberate in le app de rete de Cartoon, anque le 1 de februario e le 2 de februario, ma le season ha essite removite del app e non ha essite addite retro. The fifth season also aired on Boomerang on February 15, 2021. Le emission esseva sequente per un serie HBO Max nominate Tom e Jerry Special Shorts, que es per le mesme crea que le cartoones Looney Tunes e es in le vena del curtas classic. Un altere serie, Tom e Jerry in New York, esseva etiam liberate in HBO Max le 1 de julio 2021, 0ngbvz44nbizaznuht14tbj2hnkm3xc 645931 645929 2022-08-20T05:35:36Z Caro de Segeda 38271 wikitext text/x-wiki '''The Tom and Jerry Show''' es un serie de television animate per Flash american producite per Warner Bros. Entertainment e animate per Renegade Animation {{Infobox Television|image=[[File:Tom And Jerry Logo 2014.png |200px]]|network=[[Cartoon Network]]|first_aired=9 april 2014|last_aired=15 februario 2021|bgcolour=#00008B|color text=#FFFF00}} animate e animate per animation animate. Illo es basate sur le characteres Tom e Jerry e series de cartoones theatric create per William Hanna e Joseph Barbera. Le serie prime premisare in Canada sur Teletone le 1 de martio de 2014, e comenciava a aviar in le rete Cartoon in le Statos Unite le 9 de april de 2014, ma anque aviar in Boomerang in le USA. In 2017, the series moved to Boomerang in the U.S. The fourth season was released on February 1, 2021, on Boomerang SVOD and on the Cartoon Network app. Le cincte e final season esseva liberate in le app de rete de Cartoon, anque le 1 de februario e le 2 de februario, ma le season ha essite removite del app e non ha essite addite retro. The fifth season also aired on Boomerang on February 15, 2021. Le emission esseva sequente per un serie HBO Max nominate Tom e Jerry Special Shorts, que es per le mesme crea que le cartoones Looney Tunes e es in le vena del curtas classic. Un altere serie, Tom e Jerry in New York, esseva etiam liberate in HBO Max le 1 de julio 2021, o0q100e9gryvcs0pdc50rlbbdaaqduq 0 47978 645932 2022-08-20T06:27:11Z 136.158.48.164 Pagina create con 'Le film Simpsons es un film de comedia animate americano 2007 basate sur le sitcom animate longemente The Simpsons. Le film esseva dirigite per le {{Infobox Television|image=[[File:SimpsonsSpringfieldVT.jpg |200px]]}} director supervisiente del show David Silverman e stellas le jornal regular del show de Dan Castellaneta, Julie Kavner, Nancy Cartwright, Yeardley Smith, Hank Azaria, Harry Shearer, Tress MacNeille, Pamela Hayden, Karl Wiedergott, Marcia Wallace, Maggie...' wikitext text/x-wiki Le film Simpsons es un film de comedia animate americano 2007 basate sur le sitcom animate longemente The Simpsons. Le film esseva dirigite per le {{Infobox Television|image=[[File:SimpsonsSpringfieldVT.jpg |200px]]}} director supervisiente del show David Silverman e stellas le jornal regular del show de Dan Castellaneta, Julie Kavner, Nancy Cartwright, Yeardley Smith, Hank Azaria, Harry Shearer, Tress MacNeille, Pamela Hayden, Karl Wiedergott, Marcia Wallace, Maggie Roswell, Russi Taylor, Joe Mantegna e Albert Brooks. Le film seque Homer Simpson, qui irresponsibile polluta le laco in Springfield, causava le Agentia pro Protection del Environment (EPA) de imprisor le urbe sub un domo gigante vitro. Post escappar ille e su familia, illes finalmente abandona Homer pro su egoismo e retorna a Springfield pro prevenir le demolition del citate per Russ Cargill, capite del EPA. Homer labora pro redemer su folio per retornar se a Springfield in un effortio pro salvar lo. Although previous attempts to create a Simpsons film had been made, they failed due to the lack of lengthy script.  Finalmente in 2001, productores James L. Brooks, Matt Groening, Al Jean, Mike Scully e Richard Sakai comenciava developpamento sur le film e un equipa de scriptura consistente de Brooks, Groening, Jean, Scully, Ian Maxtone-Graham, George Meyer, David Mirkin, Mike Reiss, Matt Selman, John Swartzwelder e Jon Vitti esseva assemblate. Illes concedeva multe ideas de graphia, con que Groening es le un adaptate. Le scripto esseva reinscribete plus de cento vices, anque continuante post le labor del animation comenciava in 2006. A consequente, le horas de material finite esseva secite del final release, inclusive rolos de cameo de Erin Brockovich, Minnie Driver, Isla Fisher, Edward Norton e Kelsey Grammer, qui haberea reprisate su rolo como Sideshow Bob. Tom Hanks e le membros de Green Day voce lor proprie counterpartos animate in le final pagina del film, durante que Albert Brooks, un extractor frequente de invitatos in le serie, forni le voce de su antagonist a principal, Russ Cargill. g3ftcjjag3ef53oedkhmpq3rw9ot5y3 0 47979 645933 2022-08-20T11:28:53Z Quenke 33232 Pagina create con 'Iste '''lista alphabetic de expressiones mathematic''' contine solide e stabile expressiones usate in textos mathematic. * '''[[si e solmente si]]''' = <small>de</small> genau dann wenn ◆ <small>en</small> if and only if, iff ◆ <small>fr</small> si et seulement si ◆ <small>it</small> se e solo se ◆ <small>nl</small> dan en slechts dan als, als en slechts als, als en alleen als, desda, aena, aeaa ◆ <small>pl</small> wtedy i tylko wtedy gdy ◆ <small>ru</small>...' wikitext text/x-wiki Iste '''lista alphabetic de expressiones mathematic''' contine solide e stabile expressiones usate in textos mathematic. * '''[[si e solmente si]]''' = <small>de</small> genau dann wenn ◆ <small>en</small> if and only if, iff ◆ <small>fr</small> si et seulement si ◆ <small>it</small> se e solo se ◆ <small>nl</small> dan en slechts dan als, als en slechts als, als en alleen als, desda, aena, aeaa ◆ <small>pl</small> wtedy i tylko wtedy gdy ◆ <small>ru</small> тогда и только тогда == Vide etiam == * [[Lista alphabetic de terminos mathematic]] [[Categoria: Mathematica]] cn4n2676073zvqu1jb7f4lajvzuq1l1 645934 645933 2022-08-20T11:29:26Z Quenke 33232 /* Vide etiam */ wikitext text/x-wiki Iste '''lista alphabetic de expressiones mathematic''' contine solide e stabile expressiones usate in textos mathematic. * '''[[si e solmente si]]''' = <small>de</small> genau dann wenn ◆ <small>en</small> if and only if, iff ◆ <small>fr</small> si et seulement si ◆ <small>it</small> se e solo se ◆ <small>nl</small> dan en slechts dan als, als en slechts als, als en alleen als, desda, aena, aeaa ◆ <small>pl</small> wtedy i tylko wtedy gdy ◆ <small>ru</small> тогда и только тогда == Vide etiam == * [[Lista alphabetic de terminos mathematic]] [[Categoria: Mathematica]] [[Categoria: Logica]] s94x6wdlbw4ak4zvctfjn5unr9q848o