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Cette page concerne l'année 1719 du calendrier grégorien. Chronologies 4 juin : bataille de l'île d'Ösel.Données clés 1716 1717 1718 1719 1720 1721 1722Décennies :1680 1690 1700 1710 1720 1730 1740Siècles :XVIe XVIIe XVIIIe XIXe XXeMillénaires :-Ier Ier IIe IIIe Chronologies thématiques Art Architecture, Arts plastiques (Dessin, Gravure, Peinture et Sculpture), Littérature, Musique classique et Théâtre In...
American politician (born 1953) For the Colombian Olympic weightlifter, see John Salazar (weightlifter). John SalazarAgriculture Commissioner of ColoradoIn officeJanuary 6, 2011 – December 31, 2014GovernorJohn HickenlooperPreceded byJohn StulpSucceeded byDon BrownMember of the U.S. House of Representativesfrom Colorado's 3rd districtIn officeJanuary 3, 2005 – January 3, 2011Preceded byScott McInnisSucceeded byScott TiptonMember of the Colorado House o...
Theoretical study of law For the jurisprudence of courts, see Case law. Concept of law redirects here. For the book by H. L. A. Hart, see The Concept of Law. This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be r...
Sebuah masjid di Ta'if Ta'if terletak tengah barat daya nagara dekat dengan Mekkah. Ta’if (Arab: الطائف, translit: aṭ-Ṭā’ifcode: ar is deprecated ) adalah kota di Provinsi Mekkah, Arab Saudi pada ketinggian 1.700 m di lereng Pegunungan Sarawat. Kota ini memiliki populasi 521.273 penduduk (sensus 2004). Setiap musim panas, Pemerintahan Saudi pindah dari panasnya Riyadh ke Ta'if. Kota ini juga merupakan pusat area agrikultur yang terkenal akan anggur dan madunya. Sumber Hugh...
County in Razavi Khorasan province, Iran For other places with a similar name, see Khoshab. County in Razavi Khorasan, IranKhoshab County Persian: شهرستان خوشابCountyTabas villageLocation of Khoshab County in Razavi Khorasan province (top left, yellow)Location of Razavi Khorasan province in IranCoordinates: 36°34′N 57°55′E / 36.567°N 57.917°E / 36.567; 57.917[1]CountryIranProvinceRazavi KhorasanCapitalSoltanabad...
English footballer, neurophysiologist and Nobel Prize recipient (1857–1952) Sir Charles Scott SherringtonOM GBE FRS FRCP FRCS43rd President of the Royal SocietyIn office1920–1925Preceded byJ. J. ThomsonSucceeded byErnest Rutherford Personal detailsBorn(1857-11-27)27 November 1857Islington, Middlesex, England, United Kingdom of Great Britain and IrelandDied4 March 1952(1952-03-04) (aged 94)Eastbourne, Sussex, England, United KingdomCitizenshipBritishAlma mater...
American football coach (1874–1956) J. A. PierceBiographical detailsBorn(1874-08-31)August 31, 1874Jefferson Hills, Pennsylvania, U.S.DiedJune 23, 1956(1956-06-23) (aged 81)McKeesport, Pennsylvania, U.S.Coaching career (HC unless noted)1899–1900Tennessee Head coaching recordOverall9–4–1 Joseph Audley Pierce (August 31, 1874 – June 23, 1956) was an American football coach. He was the first head football coach at the University of Tennessee, serving from 1899 to 1900 and compilin...
Ini adalah nama Korea; marganya adalah Jung. Jung Hae-inJung Hae-in pada tahun 2019Lahir1 April 1988 (umur 36)Seoul, Korea SelatanPendidikanUniversitas PyeongtaekPekerjaanAktorTahun aktif2013–sekarangAgenFNC EntertainmentTinggi178 cm (5 ft 10 in)[1]Nama KoreaHangul정해인 Hanja丁海寅 Alih AksaraJeong Hae-inMcCune–ReischauerChŏng Hae-in Jung Hae-in (lahir 1 April 1988) adalah seorang aktor Korea Selatan. Dia adalah penerima berbagai penghargaan di bid...
Election in Massachusetts Main article: 1892 United States presidential election 1892 United States presidential election in Massachusetts ← 1888 November 8, 1892 1896 → Turnout74.6[1] 2.9 pp Nominee Benjamin Harrison Grover Cleveland Party Republican Democratic Home state Indiana New York Running mate Whitelaw Reid Adlai Stevenson I Electoral vote 15 0 Popular vote 202,814 176,813 Percentage 51.87% 45.22% County Results Harrison ...
Government/private company partnership Part of the Politics series onNeoliberalism Ideas Austerity Balanced budget Denationalization Deregulation Economic freedom Economic integration Economic interdependence Economic liberalization Foreign direct investment Free markets Free trade (area) Globalization Intellectual property Laffer curve Marketization Market economy Mundell–Fleming model Privatization Public–private partnership School vouchers Shock therapy Single market Structural Adjustm...
ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Раннее христианство Гностическое христианство Вселенские соборы Н...
2020年夏季奥林匹克运动会波兰代表團波兰国旗IOC編碼POLNOC波蘭奧林匹克委員會網站olimpijski.pl(英文)(波兰文)2020年夏季奥林匹克运动会(東京)2021年7月23日至8月8日(受2019冠状病毒病疫情影响推迟,但仍保留原定名称)運動員206參賽項目24个大项旗手开幕式:帕维尔·科热尼奥夫斯基(游泳)和马娅·沃什乔夫斯卡(自行车)[1]闭幕式:卡罗利娜·纳亚(皮划艇)...
Figure skating event Ladies' singlesat the XXIII Olympic Winter GamesMedvedeva, Zagitova, OsmondVenueGangneung Ice ArenaGangneung, South KoreaDates21–23 FebruaryCompetitors30 from 20 nationsWinning score239.57Medalists Alina Zagitova Olympic Athletes from Russia Evgenia Medvedeva Olympic Athletes from Russia Kaetlyn Osmond Canada← 20142022 → Figure skating at the2018 Winter OlympicsQualification SinglesmenladiesPairsmixedIce dancemixedTeam e...
بهجه مركز موقع محافظة وادي الدواسر تقسيم إداري قائمة الدول السعودية مناطق السعودية محافظة وادي الدواسر، منطقة الرياض تعديل مصدري - تعديل مركز بهجه هو مركزٌ إداري تابعٌ لمحافظة وادي الدواسر في منطقة الرياض ، ويصنف من فئة (ب) ورمزه 1265.[1] مراجع ^ المركز الوطن�...
Set of parameters for a genetic or evolutionary algorithm Part of a series on theEvolutionary algorithm Artificial development Artificial life Cellular evolutionary algorithm Cultural algorithm Differential evolution Effective fitness Evolutionary computation Evolution strategy Gaussian adaptation Grammar induction Evolutionary multimodal optimization Particle swarm optimization Memetic algorithm Natural evolution strategy Neuroevolution Promoter based genetic algorithm Spiral optimization al...
كارل لودفيش سيغل (بالألمانية: Carl Ludwig Siegel) معلومات شخصية الميلاد 31 ديسمبر 1896 [1][2] برلين[3]، والولايات المتحدة الوفاة 4 أبريل 1981 (84 سنة) [1][2] غوتينغن مواطنة القيصرية الألمانية جمهورية فايمار ألمانيا النازية ألمانيا عضو في الأكاد...
For other Pennsylvania townships with similar names, see Heidelberg Township, Pennsylvania (disambiguation). Township in Pennsylvania, United StatesHeidelberg TownshipTownshipConrad Weiser HomesteadHeidelberg TownshipLocation of Heidelberg Township in PennsylvaniaShow map of PennsylvaniaHeidelberg TownshipHeidelberg Township (the United States)Show map of the United StatesCoordinates: 40°22′36″N 76°07′59″W / 40.37667°N 76.13306°W / 40.37667; -76.13306Count...
Polish sociocultural movement (c. 1820 - 1864) Part of a series on theCulture of Poland History Middle Ages Renaissance Baroque Enlightenment Romanticism Positivism Young Poland Interbellum World War II Polish People's Republic Modern-day People Poles Ethnic minorities Refugees Crime Education Health care Languages Languages Polish Yiddish German Lithuanian Ruthenian Romani (Baltic Romani North Central Romani Sinte Romani Vlax Romani) Silesian Kashubian Vilamovian Traditions Mythology Cuisine...
United States historic placeJefferson HallU.S. National Register of Historic Places Jefferson Hall, 1985Interactive mapLocation1404 East Jefferson Avenue,Detroit, MichiganCoordinates42°20′6″N 83°1′50″W / 42.33500°N 83.03056°W / 42.33500; -83.03056Built1916Architectural styleLate 19th And 20th Century RevivalsDemolishedc. 1990MPSEast Jefferson Avenue Residential TRNRHP reference No.85002939[1]Added to NRHPOctober 9, 1985 Jefferson Hall...
Theory of stochastic partial differential equations Supersymmetric theory of stochastic dynamics or stochastics (STS) is an exact theory of stochastic (partial) differential equations (SDEs), the class of mathematical models with the widest applicability covering, in particular, all continuous time dynamical systems, with and without noise. The main utility of the theory from the physical point of view is a rigorous theoretical explanation of the ubiquitous spontaneous long-range dynamical be...