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Gives the rank of the group of units in the ring of algebraic integers of a number field In mathematics, Dirichlet's unit theorem is a basic result in algebraic number theory due to Peter Gustav Lejeune Dirichlet.[1] It determines the rank of the group of units in the ring OK of algebraic integers of a number field K. The regulator is a positive real number that determines how dense the units are. The statement is that the group of units is finitely generated and has rank (maximal num...

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Military conflict between France and the Habsburgs Italian War of 1521–1526Part of the Italian WarsThe Battle of Pavia, by an unknown Flemish artistDate1521–1526LocationItaly, France, Low Countries and SpainResult Habsburg victory Capture of Francis I of France at the Battle of Pavia Treaty of Rome (1525)[note 1] Treaty of Madrid (1526)[note 2]Belligerents  France Swiss mercenaries  Republic of Venice  Papal States (1524–1525) Marquisate of Saluzzo  H...

President Republik PrancisPrésident de la République FrançaiseSegel KepresidenanBendera KepresidenanPetahanaEmmanuel Macronsejak 14 Mei 2017Pemerintah PrancisGelarTn. Presiden (informal)His Excellency (diplomatik)StatusKepala NegaraKepala PemerintahanAnggotaDewan Menteri PrancisSekretariat Jenderal untuk Pertahanan Nasional dan Keamanan PrancisDewan EropaKediamanIstana ÉlyséeKantorIstana ÉlyséeDitunjuk olehDipilih langsungMasa jabatanLima tahun, sesudahnya dapat dipilih kembali un...

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Jeffrey A. WintersWinters saat berbicara di Universitas Atma Jaya, 11 April 2019LahirJeffrey Alan Winters31 Mei 1960 (umur 63)Mentor, Ohio, Amerika SerikatKebangsaanAmerika SerikatAlmamaterUniversitas Yale(Ph.D.)PekerjaanIlmuwan politikDikenal at...

مسجد علويان معلومات عامة القرية أو المدينة همدان الدولة  إيران تعديل مصدري - تعديل   مسجد علويان (بالفارسية: مسجد علویان) هو مسجد تاريخي يعود إلى عصر القاجاريون، ويقع في همدان.[1] مراجع ^ Encyclopaedia of the Iranian Architectural History. Cultural Heritage, Handicrafts and Tourism Organization of Iran. 19 مايو 2011. مؤرشف...

Genus of aquatic plants Victoria A flowering Victoria in the Amsterdam Hortus Botanicus Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Order: Nymphaeales Family: Nymphaeaceae Genus: VictoriaLindley Species See text. Victoria or giant waterlily[1] is a genus of water-lilies, in the plant family Nymphaeaceae, with very large green leaves that lie flat on the water's surface. Victoria boliviana has a leaf that is up to 3 metres (9.8 ft) in width, ...

«Lupus» redirige aquí. Para otras acepciones, véase Lupus (desambiguación). Lupus eritematoso sistémico Eritema malar, con la típica forma de ala de mariposa, exhibido normalmente en el lupus.Especialidad ReumatologíaSíntomas Dolor e inflamación articular, fiebre, dolor torácico, pérdida del cabello, úlceras bucales, inflamación de los ganglios linfáticos, fatiga, eflorescencia[1]​[2]​Inicio habitual 15—45 años de edad[1]​[3]​Duración Crónica[2]R...

11th-13th century Hebrew language writings in England Part of a series onJewish culture Languages Hebrew Modern Ashkenazi Sephardi Mizrahi Yemenite Tiberian Medieval Mishnaic Biblical Samaritan Babylonian Palestinian Judeo-Aramaic Hulaulá Lishana Deni Lishán Didán Barzani Betanure Lishanid Noshan Targum Biblical Talmudic Palestinian Galilean Judeo-Arabic Yahudic Judeo-Baghdadi Judeo-Moroccan Judeo-Tripolitanian Djerbian Yemenite Other Jewish diaspora languages Yiddish Ladino Haketia Tetuan...

Sporting event delegationMadagascar at the1992 Summer OlympicsIOC codeMADNOCMalagasy Olympic Committeein BarcelonaCompetitors13 in 6 sportsMedals Gold 0 Silver 0 Bronze 0 Total 0 Summer Olympics appearances (overview)1964196819721976198019841988199219962000200420082012201620202024 Madagascar competed at the 1992 Summer Olympics in Barcelona, Spain. The nation returned to the Olympic Games after missing the 1988 Summer Olympics. Competitors The following is the list of number of competitors in...

Central part of the living body For other uses, see Trunk (disambiguation) and Torso (disambiguation). TorsoHuman male torsoDetailsIdentifiersLatintruncusGreekθύρσος (thúrsos)MeSHD060726TA98A01.1.00.013 A14.1.09.244 A14.2.03.003TA2124FMA7181Anatomical terminology[edit on Wikidata] The torso or trunk is an anatomical term for the central part, or the core, of the body of many animals (including humans), from which the head, neck, limbs, tail and other appendages extend. The tetrapod...

Ruparelia GroupCompany typePrivate ConglomerateIndustryInvestmentsFounded1985; 39 years ago (1985)HeadquartersKampala, UgandaKey peopleSudhir RupareliachairmanRajiv Rupareliaexecutive directorProductshorticulture, insurance, schools, real estate, hotels & resorts, broadcastingWebsiteHomepage The Ruparelia Group of Companies, commonly referred to as the Ruparelia Group, is a privately owned conglomerate in Uganda. Sudhir Ruparelia, a wealthy Ugandan businessman, is a shar...

  关于与「南县」標題相近或相同的条目页，請見「南縣 (消歧義)」。 南县位于湖南省北部、益阳市东北部，地处南洞庭湖，为益阳市辖县。辖域面积1,321平方公里（不包括大通湖管理区，面积为1,075平方公里）。总人口为48.93万人，县人民政府駐南洲镇。 南县Nanxian County（en）Nan Xian（汉语拼音）旧称：南洲县县级行政区南县的地理位置坐标：29°22′23″N 112°24′20″E&...

Bob de Moor BiografiKelahiran(fr) Robert Frans Marie De Moor 20 Desember 1925 Antwerpen Kematian26 Agustus 1992 (66 tahun)Brussels metropolitan area (en) Data pribadiPendidikanAkademi Kerajaan Seni Rupa Murni KegiatanSpesialisasiKomik Pekerjaankartunis, pembuat komik Bekerja diStudio Hergé GenreLigne claire AliranSchool of Brussels (en) Karya kreatifKarya terkenal Barelli (en) Oncle Zigomar (en) Cori (en) Q3321480 KeluargaAnakJohan De Moor (en) , Dirk De Moor (en) , Stefaan De Mo...

Swedish logician, philosopher, and mathematical statistician Per Martin-LöfPer Martin-Löf in 2004Born (1942-05-08) 8 May 1942 (age 82)Stockholm,[1] SwedenNationalitySwedishCitizenshipSwedenAlma materStockholm UniversityKnown forRandom sequences Exact tests Repetitive structure Sufficient statistics expectation–maximization (EM) method Martin-Löf type theoryMartin-Löf randomnessAwards Royal Swedish Academy of Sciences (1990) Gödel Lecture (2006) Rolf Schock Prize ...

Type of subatomic particle Not to be confused with fermium. Fermions form one of the two fundamental classes of subatomic particle, the other being bosons. All subatomic particles must be one or the other. A composite particle (hadron) may fall into either class depending on its composition In particle physics, a fermion is a particle that follows Fermi–Dirac statistics. Fermions have a half-odd-integer spin (spin ⁠1/2⁠, spin ⁠3/2⁠, etc.) and obey the Pauli exclusion...

Establishes the limits to possible data compression Information theory Entropy Differential entropy Conditional entropy Joint entropy Mutual information Directed information Conditional mutual information Relative entropy Entropy rate Limiting density of discrete points Asymptotic equipartition property Rate–distortion theory Shannon's source coding theorem Channel capacity Noisy-channel coding theorem Shannon–Hartley theorem vte This article is about the theory of source coding in data c...

Questa voce sull'argomento cestisti belgi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Randy OvenekeNazionalità Belgio RD del Congo Altezza199 cm Peso98 kg Pallacanestro RuoloVice-allenatore (ex ala) Squadra Brussels Termine carriera2019 - giocatore CarrieraGiovanili 2004-2008 Drexel Dragons Squadre di club 2008-2011 Anversa Giants2011 Spirou Charleroi2012-2013 Br...

American actress Jane WolfeBornSarah Jane Wolfe(1875-03-21)March 21, 1875St. Petersburg, Pennsylvania, USDiedMarch 29, 1958(1958-03-29) (aged 83)Glendale, California, USOccupation(s)Actress, teacherYears active1910–1920 Part of a series onThelemaUnicursal hexagram The Rights of Man Holy Books and Stele The Book of the Law The Holy Books of Thelema The Stele of Revealing Key figures Ankh-af-na-Khonsu François Rabelais Aleister Crowley Victor Neuburg Charles Stansfeld Jones Jack Pa...

Toothed device used for styling, cleaning and managing hair and scalp For other uses, see Comb (disambiguation). A typical plastic comb A comb is a tool consisting of a shaft that holds a row of teeth for pulling through the hair to clean, untangle, or style it. Combs have been used since prehistoric times, having been discovered in very refined forms from settlements dating back to 5,000 years ago in Persia.[1] Weaving combs made of whalebone dating to the middle and late Iron Age ha...