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Numerical method used to solve a Riemann problem Computational physics Mechanics Electromagnetics Multiphysics Particle physics Thermodynamics Simulation Potentials Morse/Long-range potential Lennard-Jones potential Yukawa potential Morse potential Fluid dynamics Finite difference Finite volume Finite element Boundary element Lattice Boltzmann Riemann solver Dissipative particle dynamics Smoothed particle hydrodynamics Turbulence models Monte Carlo methods Integration Gibbs sampling Metropoli...

Ini adalah nama Batak Mandailing, marganya adalah Siregar. Abdul Rachim Siregar Informasi pribadiLahir(1961-04-24)24 April 1961Medan, Sumatera UtaraMeninggal5 Januari 2018(2018-01-05) (umur 56)JakartaAlma materAkademi Militer (1986)Karier militerPihak IndonesiaDinas/cabang TNI Angkatan DaratMasa dinas1986–2018Pangkat Brigadir Jenderal TNINRP30876SatuanInfanteri (Kopassus)Sunting kotak info • L • B Brigadir Jenderal TNI (Purn.) Abdul Rachim Siregar, S.E., M.M. (2...

Storia dell'Egitto Storia dell'Egitto Egitto preistorico – >3900 a.C. ANTICO EGITTO Periodo Predinastico c. 3900 – 3150 a.C. Periodo Protodinastico c. 3150 – 2686 a.C. Antico Regno 2700 – 2192 a.C. Primo periodo intermedio 2192 – 2055 a.C. Medio Regno 2055 – 1650 a.C. Secondo periodo intermedio 1650 – 1550 a.C. Nuovo Regno 1550 – 1069 a.C. Terzo periodo intermedio 1069 – 664 a.C. Periodo tardo 664 – 332 a.C. PERIODO GRECO ROMANO Egitto tolemaico 332 – 30 a.C. Egitto ...

Fourth standardized moment in statistics In probability theory and statistics, kurtosis (from Greek: κυρτός, kyrtos or kurtos, meaning curved, arching) is a measure of the tailedness of the probability distribution of a real-valued random variable. Like skewness, kurtosis describes a particular aspect of a probability distribution. There are different ways to quantify kurtosis for a theoretical distribution, and there are corresponding ways of estimating it using a sample from a populat...

Questa voce sull'argomento calciatori sovietici è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Jurij Česnokov Nazionalità  Unione Sovietica Calcio Ruolo Attaccante Termine carriera 1983 Carriera Squadre di club1 1970-1971 Volga Kalinin? (?)1972-1974 Lokomotiv Mosca100 (42)1975-1983 CSKA Mosca252 (72) Nazionale 1976-1979 Unione Sovietica13 (5) 1 I due numeri indicano le presenze e...

У этого термина существуют и другие значения, см. Поплавочная удочка (техника ловли). 1 — удилище2 — леска3 — поплавок4 — грузило5 — крючок Поплаво́чная у́дочка — одна из простейших рыболовных снастей, что обусловило её повсеместное распространение. Попл�...

Gmail Adresse mail.google.com Description Service de messagerie électronique Commercial  Oui Publicité  Oui Type de site Messagerie web Langue Multilingue Inscription Gratuite, nécessite un compte Google Siège social Mountain View, Californie Propriétaire Google Créé par Google Lancement 1er avril 2004 État actuel En activité modifier  Gmail (abréviation de Google Mail) (couramment prononcé /ʒemɛjl/ en français européen, en anglais américain /ˈd͡ʒiˌmeɪl/[1...

1989 changes to the Constitution of the People's Republic of Poland 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: April Novelization – news · newspapers · books · scholar · JSTOR (January 2021) (Learn how and when to remove this message) Part of a series on the politics and government of PolandConstitution...

Pour le sujet général sur la gouvernance britannique, voir Politique au Royaume-Uni. Ne pas confondre avec le terme général de Gouvernement de Sa Majesté au sein des nations du Commonwealth. Pour les articles homonymes, voir HMG. Gouvernementde Sa MajestéHis Majesty's Government Situation Création 1707 Siège Whitehall, Londres Royaume-Uni Organisation Effectifs 560 000 fonctionnaires Premier ministre Rishi Sunak Site web www.gov.uk modifier  Le Gouvernement du Royaume-Uni (en an...

この項目には、一部のコンピュータや閲覧ソフトで表示できない文字が含まれています（詳細）。 数字の大字（だいじ）は、漢数字の一種。通常用いる単純な字形の漢数字（小字）の代わりに同じ音の別の漢字を用いるものである。 概要 壱万円日本銀行券（「壱」が大字） 弐千円日本銀行券（「弐」が大字） 漢数字には「一」「二」「三」と続く小字と、「壱」「�...

  此條目介紹的是2012年在上海创办的一家民营新闻媒体。关于1946年在上海创刊的一份周刊，请见「观察 (杂志)」。关于2013年在上海创办、原名「上海觀察」的网络应用程序，请见「上觀新聞」。关于“观察者”的其他含义，请见「观察者」。 此條目過於依赖第一手来源。 (2021年1月17日)请補充第二手及第三手來源，以改善这篇条目。 观察者网观察者网首页在2019年7月...

English guitarist Chris DrejaBackground informationBirth nameChristopher Walenty DrejaBorn (1945-11-11) 11 November 1945 (age 78)Surbiton, Surrey, EnglandGenresRockOccupation(s)GuitaristYears active1963–2013Formerly ofThe YardbirdsBox of FrogsMusical artist Christopher Walenty Dreja[1] (born 11 November 1945 in Surbiton, Surrey)[2][3] is an English musician, best known as the rhythm guitarist and bassist for rock band the Yardbirds for which he was inducted into...

Tobacco cigar made in Cuba Tobacco plantation, Pinar del Río, Cuba Cuban cigars are cigars manufactured in Cuba from tobacco grown within that island nation. Historically regarded as among the world's “finest”, they are synonymous with the island's culture and contribute over one quarter of the value of all exports from the country. The filler, binder, and wrapper may come from different areas of the island, though much is produced in Pinar del Río province, in the regions of Vuelta Aba...

Not to be confused with Swallow Street in Beckton, East London. Swallow Street's junction with Piccadilly Swallow Street is a small street in the West End of London, running north from Piccadilly. It is about 341 feet (104 m) long.[1] History The street was previously much longer and stretched as far north as Oxford Street. The first section of the street was built in 1671 as Swallow Close, and was named after the 16th-century tenant Thomas Swallow. On John Ogilby's map of Londo...

Croatian footballer (born 1985) Luka Modrić Modrić in 2021Personal informationFull name Luka Modrić[1]Date of birth (1985-09-09) 9 September 1985 (age 38)[2]Place of birth Zadar, SR Croatia, SFR YugoslaviaHeight 1.72 m (5 ft 8 in)[3]Position(s) MidfielderTeam informationCurrent team Real MadridNumber 10Youth career1996–2000 Zadar2000–2003 Dinamo ZagrebSenior career*Years Team Apps (Gls)2003–2008 Dinamo Zagreb 94 (26)2003–2004 → Zrinjski...

English peer and Member of Parliament Wriothesley Noel, 2nd Earl of GainsboroughPosthumous portrait of Wriothesley Baptist Noel, 2nd Earl of Gainsborough (by J. Henesy, 1737)Bornc. 1661Died21 September 1690Occupation(s)Aristocrat, politicianSpouseCatherine GrevilleParentEdward Noel, 1st Earl of GainsboroughRelativesHon. Baptist Noel (paternal uncle)Baptist Noel, 3rd Earl of Gainsborough (cousin) Wriothesley Baptist Noel, 2nd Earl of Gainsborough (c. 1661– 21 September 1690)[1]...

Collective term for the sepals and petals, or either of them if one is absent A mature flower. In this example, the perianth is separated into a calyx (sepals) and corolla (petals) The perianth (perigonium, perigon or perigone in monocots) is the non-reproductive part of the flower, and structure that forms an envelope surrounding the sexual organs, consisting of the calyx (sepals) and the corolla (petals) or tepals when called a perigone. The term perianth is derived from Greek περί (per...

52°09′22″N 1°02′56″E / 52.1560°N 1.0489°E / 52.1560; 1.0489 Non-metropolitan district in EnglandMid Suffolk DistrictNon-metropolitan districtStowmarket, the district's largest townMid Suffolk shown within Suffolk and EnglandSovereign stateUnited KingdomConstituent countryEnglandRegionEast of EnglandNon-metropolitan countySuffolkStatusNon-metropolitan districtAdmin HQIpswichIncorporated1 April 1974Government • TypeNon-metropolitan district counc...

Roccaromanacomune Roccaromana – Veduta LocalizzazioneStato Italia Regione Campania Provincia Caserta AmministrazioneSindacoNicola Pelosi (lista civica Roccaromana unita) dal 27-5-2019 TerritorioCoordinate41°16′N 14°13′E41°16′N, 14°13′E (Roccaromana) Altitudine180 m s.l.m. Superficie27,71 km² Abitanti825[1] (31-3-2022) Densità29,77 ab./km² FrazioniSanta Croce, Statigliano Comuni confinantiBaia e Latina, Dragoni, Formicola, Libe...

I. liga 1962-1963 Competizione I. liga Sport Calcio Edizione 56ª Organizzatore ČMFS Luogo  Cecoslovacchia Partecipanti 14 Risultati Vincitore  Dukla Praga(6º titolo) Retrocessioni  Spartak LZ Plzeň Dynamo Praga Statistiche Miglior marcatore Karel Petros (19) Incontri disputati 182 Gol segnati 540 (2,97 per incontro) Cronologia della competizione 1961-1962 1963-1964 Manuale L'edizione 1962/63 del campionato cecoslovacco di calcio vide la vittoria finale del D...