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Andrey MarkovAndrey Andreyevich MarkovLahirJune 14, 1856 N.S.Ryazan, RusiaMeninggalJuly 20, 1922Petrograd, RusiaTempat tinggalRusia KebangsaanRusia AlmamaterUniversitas St PetersburgDikenal atasMarkov chainsKarier ilmiahBidangMatematikawanInstitusiUniversitas St PetersburgPembimbing doktoralPafnuty ChebyshevMahasiswa doktoralAbram Besicovitch Georgy Voronoy Andrei Andreyevich Markov (Rusia: Андрей Андреевич Марковcode: ru is deprecated ) (14 Juni 1856 – 20 Juli 1922) a...

Untuk kegunaan lain, lihat Cheshire Cat (disambiguasi). Cheshire CatTokoh AliceCheshire Cat yang dimimpikan John Tenniel pada publikasi 1866PenampilanperdanaAlice's Adventures in WonderlandPenciptaLewis CarrollInformasiSpesiesKucing British ShorthairPekerjaanPembuat onarKewarganegaraanWonderland Cheshire Cat (/[invalid input: 'icon']ˈtʃɛʃər/ atau /ˈtʃɛʃɪər/) adalah kucing fiksi yang dipopulerkan oleh Lewis Carroll melalui penggambarannya dalam kisah Alice's Adventures in Wonderland...

Cheng Huang Ye Kuil Cheng Huang di Kota Terlarang. Hanzi: 城隍 Alih aksara Mandarin - Hanyu Pinyin: chénghuáng Min Nan - Romanisasi POJ: sêng-hông Yue (Kantonis) - Romanisasi Yale: shingwong Cheng Huang Ye (Hanzi: 城隍爺; hanyu pinyin: Chénghuáng; Hokkien: Seng Ong Ya) atau Cheng Huang Lao Ye (Hokkien: Seng Ong Lo Ya) adalah Dewa Pelindung Kota dalam agama Taoisme dan Khonghucu. Dia dipercaya sebagai pejabat pengadilan di akhirat (alam baka) yang bisa mengisi kelemahan pengadilan ...

العلاقات الأندورية البوروندية أندورا بوروندي   أندورا   بوروندي تعديل مصدري - تعديل   العلاقات الأندورية البوروندية هي العلاقات الثنائية التي تجمع بين أندورا وبوروندي.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه الم...

Kelly RutherfordKelly RutherfordLahirKelly Deane Melissa RutherfordTahun aktif1998-sekarangSuami/istriCarlos Tarajano (2001-2002)Daniel Giersch (2006-2008) Kelly Deane Melissa Rutherford (lahir 6 November 1968) adalah aktris asal Amerika Serikat. Ia berperan sebagai Lily van der Woodsen dalam serial televisi Gossip Girl. Ia juga berperan sebagai Megan Lewis dalam serial televisi Melrose Place. Wikimedia Commons memiliki media mengenai Kelly Rutherford. Pengawasan otoritas Umum Integrate...

Dmitry YazovДми́трий Я́зовDmitry Yazov Tahun 1994 Menteri PertahananMasa jabatan30 Mei 1987 – 22 Agustus 1991Perdana MenteriNikolai RyzhkovValentin PavlovPendahuluSergei SokolovPenggantiYevgeny Shaposhnikov Informasi pribadiLahir(1924-11-08)8 November 1924Yazovo, Oblast Omsk, Uni SovietMeninggal25 Februari 2020(2020-02-25) (umur 95)Moskwa, RusiaMakamPemakaman Memorial Militer FederalAfiliasi politiklainnyaPartai Komunis Uni SovietKarier militerPihak Uni Sovie...

Guyra ArgusFront cover of the Guyra Argus on 30 July 1902TypeWeeklyFounder(s)Albert Michael RochePublisherFairfax MediaFounded1902LanguageEnglishHeadquartersGuyra, New South WalesCountryAustraliaCirculation800[1]ISSN1321-5396Websitehttp://www.guyraargus.com.au/Media of AustraliaList of newspapers The Guyra Argus is an English-language newspaper published weekly in Guyra, New South Wales.[1] History The Guyra Argus was first published in 1902 by Albert Michael Roche and was pu...

Traditional coffee shop found in Southeast Asia This article is about the traditional coffee shop found in Southeast Asia. For the former Malaysian sitcom series, see Kopitiam (TV series). For the food court chain, see Kopitiam (company). 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: Kopi tiam – news · newspapers · bo...

McAfee, Inc.JenisPerusahaan publik (NYSE: MFE)IndustriPerangkat lunak Computer securityDidirikan1987[1]PendiriJohn McAfeeKantorpusat2821 Mission College Blvd.[2]Santa Clara, California, Amerika SerikatWilayah operasiSeluruh duniaTokohkunciCharles Robel(Chairman)David DeWalt(President dan CEO)Jonathan Chadwick(Chief financial officer)David Milam(Chief marketing officer)George Kurtz(Chief technology officer)ProdukEmail and Web Security, Data Protection, Security-as-a-Service (Sa...

Шалфей обыкновенный Научная классификация Домен:ЭукариотыЦарство:РастенияКлада:Цветковые растенияКлада:ЭвдикотыКлада:СуперастеридыКлада:АстеридыКлада:ЛамиидыПорядок:ЯсноткоцветныеСемейство:ЯснотковыеРод:ШалфейВид:Шалфей обыкновенный Международное научное наз...

Swiss writer and professor of literature Adolf MuschgBorn (1934-05-13) 13 May 1934 (age 89)Zollikon, SwitzerlandOccupation(s)Writer, professor Adolf Muschg (born 13 May 1934) is a Swiss writer and professor of literature. Muschg was a member of the Gruppe Olten. Biography Adolf Muschg was born in Zollikon, canton of Zürich, Switzerland. He studied German studies, English studies and philosophy at the universities of Zürich and Cambridge and earned his doctoral degree with a work about ...

Classic work of Japanese literature For other uses, see The Tale of Genji (disambiguation). The Tale of Genji Written text from the earliest illustrated handscroll (12th century)AuthorMurasaki ShikibuOriginal titleGenji Monogatari (源氏物語)TranslatorSuematsu Kenchō, Arthur Waley, Edward G. Seidensticker, Helen McCullough, Royall Tyler, Dennis WashburnCountryJapanLanguageEarly Middle JapaneseGenreMonogatariPublishedBefore 1021Media typemanuscriptDewey Decimal895.63 M93 The Tale...

Basketball team in 2023–24 2023–24 Creighton Bluejays men's basketballNCAA tournament, Sweet SixteenConferenceBig East ConferenceRankingCoachesNo. 10APNo. 13Record25–10 (14–6 Big East)Head coachGreg McDermott (14th season)Assistant coaches Ryan Miller (3rd season) Jalen Courtney-Williams (3rd season) Derek Kellogg (1st season) Home arenaCHI Health Center OmahaSeasons← 2022–232024–25 → 2023–24 Big East men's basketball standings vte Conf ...

American army officer For the member of the Michigan House of Representatives, see Charles H. Varnum. Charles Albert VarnumBorn(1849-06-21)June 21, 1849Troy, New YorkDiedFebruary 26, 1936(1936-02-26) (aged 86)Letterman Hospital in the Presidio of San FranciscoPlace of burialSan Francisco National CemeteryAllegianceUnited States of AmericaService/branchUnited States ArmyYears of service1872–1908, 1912–1919Rank ColonelUnitCompany B, US 7th CavalryBattles/warsBattle of the Little B...

Jiaxing 嘉兴市Kota tingkat prefekturLetak yurisdiksi Kota Jiaxing di ZhejiangJiaxingLetak di TiongkokKoordinat: 30°46′N 120°45′E / 30.767°N 120.750°E / 30.767; 120.750NegaraTiongkokProvinsiZhejiangDivisi tingkat kabupaten7Divisi tingkat kotapraja75Pemerintahan • Sekretaris PKTLu Jun • WalikotaHu HaifengLuas • Kota tingkat prefektur4.008,76 km2 (154,779 sq mi) • Luas perkotaan986,9 km2 (3,81...

Police force Law enforcement agency Royal Gibraltar PoliceCommon nameGibraltar PoliceAbbreviationRGPAgency overviewFormed25 June, 1830Preceding agencyGibraltar PoliceEmployees248Jurisdictional structureOperations jurisdictionGIBRoyal Gibraltar Police's jurisdiction (beige)Size6.8 km²Population34,000Legal jurisdictionAs per operations jurisdictionGoverning bodyGovernment of GibraltarGeneral natureCivilian policeOperational structureHeadquartersNew Mole House, Rosia RoadRoyal appointee re...

Aspect of Portuguese history Part of a series on the History of Portugal Ancient Prehistoric Iberia Pre-Roman Peoples Roman conquest of Hispania Romanization of Hispania Lusitania Gallaecia Suebic Kingdom Visigothic Kingdom Spania Medieval Umayyad conquest of Hispania Al-Andalus Gharb Al-Andalus Almoravid dynasty County of Portugal Reconquista Portuguese House of Burgundy 1383–1385 Crisis Age of Discovery Imperial expansion House of Aviz Portuguese Renaissance Portuguese Empire War of the P...

Not to be confused with Euler number or Euler's number. Polynomial sequence In combinatorics, the Eulerian number A ( n , k ) {\textstyle A(n,k)} is the number of permutations of the numbers 1 to n {\textstyle n} in which exactly k {\textstyle k} elements are greater than the previous element (permutations with k {\textstyle k} ascents). Leonhard Euler investigated them and associated polynomials in his 1755 book Institutiones calculi differentialis. The polynomials presently known as Euleria...

Ermita de NuestraSeñora de los Hitos Retablo mayor de la ermitaLocalizaciónPaís España EspañaComunidad Extremadura ExtremaduraProvincia Cáceres CáceresLocalidad AlcántaraDirección Polígono 19, parcela 11[1]​Coordenadas 39°42′13″N 6°51′15″O / 39.703623582256, -6.8541534819731Información religiosaCulto Iglesia católicaDiócesis Coria-CáceresParroquia Santa María de Almocóvar[2]​Patrono Virgen de los HitosHistoria del edificioRe...

この項目では、日本の気象官署について説明しています。気象官署一般については「気象官署」をご覧ください。 気象台（きしょうだい、英: Meteorological Observatory）とは、日本における気象庁の機関のひとつであり、国土交通省設置法で規定されている。地上気象観測（天気）だけではなく、地震・火山・海洋などの観測も行なう。また、過去観測した気象を公的に�...