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Generalization of line graphs to hypergraphs In graph theory, particularly in the theory of hypergraphs, the line graph of a hypergraph H, denoted L(H), is the graph whose vertex set is the set of the hyperedges of H, with two vertices adjacent in L(H) when their corresponding hyperedges have a nonempty intersection in H. In other words, L(H) is the intersection graph of a family of finite sets. It is a generalization of the line graph of a graph. Questions about line graphs of hypergraphs ar...
العلاقات الإكوادورية الباربادوسية الإكوادور باربادوس الإكوادور باربادوس تعديل مصدري - تعديل العلاقات الإكوادورية الباربادوسية هي العلاقات الثنائية التي تجمع بين الإكوادور وباربادوس.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومر...
Голубая армияпольск. Błękitną Armią Юзеф Галлер с польской армией во Франции Страна Франция Польша Участие в Первая мировая война Сайт hallersarmy.com Медиафайлы на Викискладе История польской армии[pl] Польское войско в Средние века[pl] Войско Речи Посполитой Армия Герцогс�...
Узбекский традиционный костюм (1845—1847) Узбекский национальный костюм — созданный в древние времена и используемый до наших дней, отражает национальную специфику узбекского народа, тесно связан с его культурой и историей. Имеет характерные для каждого региона отличи�...
مرداويج الزياري معلومات شخصية الميلاد العقد 890 فومن الوفاة سنة 935 أصفهان مكان الدفن قلعة غبري مواطنة إيران عائلة زياريون مناصب أمير آل زيار في المنصب319 – 323 وشمكير الحياة العملية المهنة عاهل تعديل مصدري - تعديل مَرْدَاوِي...
American politician Orange FerrissBorn(1814-11-26)November 26, 1814Glens Falls, New YorkDiedApril 11, 1894(1894-04-11) (aged 79)Glens Falls, New YorkKnown forService in the U.S. House of RepresentativesOfficeMember of the U.S. House of RepresentativesPolitical partyRepublican Orange Ferriss Orange Ferriss (November 26, 1814 – April 11, 1894) was a U.S. Representative from New York. Born at Glens Falls, New York, Ferriss completed preparatory studies. He attended the University of ...
Species of pitcher plant from Sumatra Nepenthes flava Lower pitchers of Nepenthes flava growing at an elevation of 1850–2000 m Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Order: Caryophyllales Family: Nepenthaceae Genus: Nepenthes Species: N. flava Binomial name Nepenthes flavaWistuba, Nerz & A.Fleischm. (2007)[1] Nepenthes flava /nɪˈpɛnθiːz ˈflɑːvə/ is a tropical pitcher plant endemic to northern Sumatra,...
Vous lisez un « bon article » labellisé en 2013. Pour un article plus général, voir Bataille de Guadalcanal. Bataille des Salomon orientales L'USS Enterprise en feu le 24 août 1942. Les explosions des obus antiaériens sont clairement visibles au-dessus du navire. Informations générales Date 24-25 août 1942 Lieu Au nord de l'île Santa Isabel dans les îles Salomon Issue Partagée, mais victoire stratégique américaine Belligérants États-Unis Australie Empire du Ja...
Disambiguazione – Se stai cercando l'incidente molto grave di fusione del nocciolo di un reattore nucleare, che non è un caso di fusione nucleare, vedi Meltdown nucleare. Diagramma della reazione esotermica D-T (deuterio-trizio) con la produzione di elio e l'emissione di energia.[1] In chimica nucleare e in fisica nucleare, la fusione nucleare è una reazione nucleare nella quale i nuclei di due o più atomi si uniscono tra loro formando il nucleo di un nuovo elemento chimico. Per...
Takenoko gohan (筍御飯), salah satu dari takikomi gohan (炊き込み御飯). Takikomi gohan (炊き込みご飯, 炊き込み御飯) adalah hidangan nasi Jepang yang dibumbui dengan dashi dan kecap bersama dengan jamur, sayuran, daging, atau ikan. Bahan-bahan gohan takikomi yang dimasak dengan nasi; dalam persiapan yang serupa, maze gohan (混ぜ御飯), bahan-bahan beraroma dicampur ke dalam nasi.[1] Variasi Tai-meshi (鯛飯): nasi dengan seluruh sea bream [2] Ayu-meshi ...
District and municipality in Ordu, TurkeyÜnyeDistrict and municipalityMap showing Ünye District in Ordu ProvinceÜnyeLocation in TurkeyCoordinates: 41°07′38″N 37°17′17″E / 41.12722°N 37.28806°E / 41.12722; 37.28806CountryTurkeyProvinceOrduGovernment • MayorHüseyin Tavlı (AKP)Area569 km2 (220 sq mi)Elevation10 m (30 ft)Population (2022)[1]132,432 • Density230/km2 (600/sq mi)Time zoneUTC+3...
Pink BlossomAlbum mini karya ApinkDirilis31 Maret 2014GenreK-pop, dance-popLabelA Cube Entertainment (Distribusikan oleh LOEN Entertainment)(ISWC: L200001007)Kronologi Apink Secret Garden(2013)Secret Garden2013 Pink Blossom(2014) Pink Luv(2014)Pink Luv2014 Singel dalam album Pink Blossom Mr. ChuDirilis: 31 Maret 2014 CrystalDirilis: 15 Juni 2014 Pink Blossom adalah album mini keempat dari grup vokal wanita asal Korea Selatan Apink, dirilis pada tanggal 31 MAret 2014. Pemimpin grup, Choron...
Austrian architect and one of the Vienna Secession founders Joseph Maria OlbrichBorn(1867-12-22)22 December 1867Troppau, Austria-HungaryDied8 August 1908(1908-08-08) (aged 40)Düsseldorf, German EmpireNationalityAustrianOccupationArchitectAwardsPrix de Rome (1893)BuildingsSecession hall Joseph Maria Olbrich around 1908. Joseph Maria Olbrich (22 December 1867 – 8 August 1908) was an Austrian architect and one of the Vienna Secession founders. Early life Olbrich was born in Troppau, ...
Anjeza ShahiniAnjeza ShahiniBiographieNaissance 4 mai 1987 (37 ans)TiranaNationalité albanaiseActivité ChanteusePériode d'activité depuis 2003Autres informationsGenre artistique Popmodifier - modifier le code - modifier Wikidata Anjeza Shahini est une chanteuse albanaise née le 4 mai 1987. Biographie Âgée de 16 ans, Anjeza participe à la Pop star albanaise appelée Etheve. En finale avec le chanteur et futur choriste de The Image of You Klajdi Musabelliu, elle chante en duo le tu...
Pour les articles homonymes, voir Ibérie. Royaume d'Ibérie(ka) ქართლის სამეფო / kartlis samepo 302 av. J.-C. – 580Drapeau du royaume après sa christianisation. Développement du royaume d'Ibérie.Informations générales Statut Monarchie absolue Capitale ArmaziMtskhetaTbilissi Langue(s) Vieux géorgien Araméen Grec Religion Mythologie géorgienne (ka) Zoroastrisme[1] Christianisme géorgien (religion d'état à partir de 337)[2] Monnaie Kol...
Harishchandrachi FactorySutradaraParesh MokashiProduserRonnie ScrewvalaSmiti KanodiaParesh MokashiDitulis olehParesh MokashiPemeranNandu MadhavVibhavari DeshpandePenata musikAnand ModakSinematograferAmalendu ChoudaryPenyuntingAmit PawarDistributorUTV Motion PicturesTanggal rilis Juli 2009 (2009-07) (Osian's Cinefan) 29 Januari 2010 (2010-01-29) (India) Durasi97 menitNegaraIndiaBahasaMarathiAnggaran2 croresPendapatankotor3 crores Harishchandrachi Factory (Marathi: pengu...
Species of mineral belonging to the garnet group Almandin redirects here. For the racehorse, see Almandin (horse).Not to be confused with Amandine (disambiguation). AlmandineGeneralCategoryNesosilicateFormula(repeating unit)Fe2+3Al2Si3O12IMA symbolAlm[1]Strunz classification9.AD.25Crystal systemCubicCrystal classHexoctahedral (m3m) H–M symbol: (4/m 3 2/m)Space groupIa3dIdentificationColorreddish orange to red, slightly purplish red to reddish purple and usually dark in toneCleavagen...
Fine iron powder This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Iron filings – news · newspapers · books · scholar · JSTOR (January 2023) (Learn how and when to remove this message) Iron filings on a magnet Iron filings are very small pieces of iron that look like a powder with a dark-grey appearance.[1...
1969 book by Gilles Deleuze The Logic of Sense Cover of the French editionAuthorGilles DeleuzeOriginal titleLogique du sensTranslatorsMark Lester, Charles StivaleLanguageFrenchSeriesEuropean PerspectivesSubjectMeaningPublished 1969 (Les Éditions de Minuit, in French) 1990 (Columbia University Press, in English) Publication placeFranceMedia typePrint (hardcover and paperback)Pages392 (French edition)393 (Columbia University Press edition)ISBN978-0231059831 The Logic of Sense (French...
اضغط هنا للاطلاع على كيفية قراءة التصنيف بلشون القطعان طائر البقر البالغ في ريش التزاوج في مستنقعات واكودهاتشي. حالة الحفظ أنواع غير مهددة أو خطر انقراض ضعيف جدا المرتبة التصنيفية نوع التصنيف العلمي النطاق: حقيقيات النوى المملكة: بعديات حقيقية العويلم: كلوانيات الشعبة: ح�...