Flower in the Wonderland
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In mathematics, Fenchel's duality theorem is a result in the theory of convex functions named after Werner Fenchel. Let ƒ be a proper convex function on Rn and let g be a proper concave function on Rn. Then, if regularity conditions are satisfied, inf x ( f ( x ) − g ( x ) ) = sup p ( g ∗ ( p ) − f ∗ ( p ) ) . {\displaystyle \inf _{x}(f(x)-g(x))=\sup _{p}(g_{*}(p)-f^{*}(p)).} where ƒ * is the convex conjugate of ƒ (also referred to as the Fenche...
Kerajaan Wajoᨕᨀᨑᨘᨂᨛ ᨑᨗ ᨓᨍᨚAkkarungeng ri WajoʼSekitar 1400–1957StatusBagian dari Hindia Belanda (1905–1949)Bagian dari Indonesia (1949–1957)Ibu kotaCinnotabiʼ (sekitar 1400–1610) Tosora (sekitar 1610–1885)Sengkang (sekitar 1885–1957)[1]Bahasa yang umum digunakanBugisAgama • Tolotang (sejak 1400) • Islam (pada 1610)PemerintahanMonarki elektif konstitusional[2]Era SejarahMasa modern awal• Didirikan sekitar 1400•...
Ikon Yesus Kristus Pantokrator karya Teofanes orang Kreta. Tangan kanan-Nya mengadahkan pemberkatan. Doa berkat adalah sebuah doa singkat untuk bantuan, pemberkatan dan pemanduan ilahi, biasanya pada akhir upacara ibadah. Doa berkat juga dapat merujuk kepada upacara keagamaan Kristen tertentu yang meliputi pemberkatan hosti perjamuan kudus di monstran dan pemberkatan orang-orang yang mengikuti upacara tersebut. Kristen Doa berkat yang diberikan oleh seorang pendeta Lutheran di Gereja Lutheran...
Welcome! Hello, AnAlbinoRhino! Welcome to Wikipedia! Thank you for your contributions to this free encyclopedia. If you decide that you need help, check out Getting Help below, ask me on my talk page, or place {{helpme}} on your talk page and ask your question there. Please remember to sign your name on talk pages by clicking or using four tildes (~~~~); this will automatically produce your username and the date. Finally, please do your best to always fill in the edit summary field. Below ar...
Bupati SitubondoPetahanaKarna Suswandisejak 26 Februari 2021KediamanRumah Dinas Bupati SitubondoMasa jabatan5 tahunPejabat pertamaK. Achmad Tahir Hadisoeparto (Sebelumnya bernama Bupati Panarukan)Situs webSitus Resmi Kabupaten Situbondo Berikut adalah Daftar Nama Bupati Situbondo dari masa ke masa. No. Bupati Awal Menjabat Akhir Menjabat Wakil Bupati Keterangan Selama Periode Hindia Belanda dan Penjajahan Jepang 1 R.T.A. Soerdjadi Poetro - Tidak ada 2 R. Koesoemo Dipoetro - 3 R.A. Poesto...
Voce principale: Unione Sportiva Sanremese Calcio 1904. Unione Sportiva SanremeseStagione 1951-1952Sport calcio Squadra Sanremese Allenatore Ernesto Tomasi Presidente Antonio Carbone Serie C2º posto nel girone A. 1950-1951 1952-1953 Si invita a seguire il modello di voce Questa voce raccoglie le informazioni riguardanti l'Unione Sportiva Sanremese nelle competizioni ufficiali della stagione 1951-1952. Rosa N. Ruolo Calciatore A E. Balconi P G. Borro A E. Bottoni P Piero Brusca A Tito C...
See also: History of the Jews in the Ottoman Empire and Antisemitism in Turkey Turkish Jews Türk Yahudileri / Türk Musevileri יהודים טורקים Djudios Turkos / Cudios TurkosTotal populationest. 330,000–450,000Regions with significant populations Israel280,000[1] Turkey14,500 (2022)[2][3][4][5] United States16,000[citation needed] Canada8,000[citation needed]LanguagesHebrew (in Israel), Turkish, Ju...
Species of flowering plant Scaevola glabrata Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Asterales Family: Goodeniaceae Genus: Scaevola Species: S. glabrata Binomial name Scaevola glabrataCarolin[1] Scaevola glabrata is a species of flowering plant in the family Goodeniaceae. It is a small, spreading shrub with fan-shaped blue flowers and elliptic to egg-shaped leaves. Description Scaevola glabrata is a...
МифологияРитуально-мифологическийкомплекс Система ценностей Сакральное Миф Мономиф Теория основного мифа Ритуал Обряд Праздник Жречество Мифологическое сознание Магическое мышление Низшая мифология Модель мира Цикличность Сотворение мира Мировое яйцо Мифическое �...
Bukit Bait Suciהַר הַבַּיִת, Har HaBayitالحرم الشريف, al-Ḥaram ash-Šarīf,Tampak selatan dari Bukit Bait SuciTitik tertinggiKetinggian740 m (2.430 ft)Koordinat31°46′40.7″N 35°14′8.9″E / 31.777972°N 35.235806°E / 31.777972; 35.235806Koordinat: 31°46′40.7″N 35°14′8.9″E / 31.777972°N 35.235806°E / 31.777972; 35.235806 GeografiBukit Bait SuciYerusalemPegununganPegunungan YudeaGeologiJe...
Франц Саксен-Кобург-Заальфельдскийнем. Franz von Sachsen-Coburg-Saalfeld герцог Саксен-Кобург-Заальфельдский 8 сентября 1800 — 9 декабря 1806 Предшественник Эрнст Фридрих Саксен-Кобург-Заальфельдский Преемник Эрнст I Саксен-Кобург-Заальфельдский Рождение 15 июля 1750(1750-07-15)Кобург, Сакс...
Municipality in Rhineland-Palatinate, GermanySchutz Municipality Coat of armsLocation of Schutz within Vulkaneifel district Schutz Show map of GermanySchutz Show map of Rhineland-PalatinateCoordinates: 50°07′44″N 06°45′34″E / 50.12889°N 6.75944°E / 50.12889; 6.75944CountryGermanyStateRhineland-PalatinateDistrictVulkaneifel Municipal assoc.DaunGovernment • Mayor (2019–24) Thomas Oertlin[1]Area • Total9.04 km2 (3.49&...
United Kingdom legislationIndian Councils Act 1909Act of ParliamentParliament of the United KingdomLong titleAn Act to amend the Indian Councils Acts, 1861 and 1892, and the Government of India Act, 1833.Citation9 Edw. 7. c. 4[1]DatesRoyal assent25 May 1909 The Indian Councils Act 1909 (9 Edw. 7. c. 4), commonly known as the Morley–Minto or Minto–Morley Reforms, was an act of the Parliament of the United Kingdom that brought about a limited increase in the involvement of Indians ...
Anti-materiel rifle McMillan Firearms TAC-50 A Canadian Army McMillan TAC-50 (C15) Long-Range Sniper Weapon (LRSW)TypeAnti-materiel riflePlace of originUnited StatesService historyIn service2000–presentUsed bySee UsersWarsBosnian WarWar in AfghanistanWar in Iraq (2013–2017)Production historyManufacturerMcMillan FirearmsProduced2000–presentVariantsTAC-50A1, TAC-50A1-R2, TAC-50CSpecificationsMass26.0 lb (11.8 kg)Length57.0 in (1,448 mm)Barrel l...
Part of a series on the History of Iceland Timeline of Icelandic history Middle ages Settlement of Iceland 870–930 Icelandic Commonwealth 930–1262 Farthings 965 Christianization 999–1118 Sturlung era 1180–1264 Staðamálin 1178–1297 Norwegian rule 1262–1380 Old Covenant 1262 Danish rule 1380–1918 Reformation 1536–1627 Danish trade monopoly 1602–1874 Erupti...
This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (July 2023) (Learn how and when to remove this message) Figure skating competition This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find ...
Distance between unordered pitch classes Interval class Playⓘ. In musical set theory, an interval class (often abbreviated: ic), also known as unordered pitch-class interval, interval distance, undirected interval, or (even completely incorrectly) as 'interval mod 6' (Rahn 1980, 29; Whittall 2008, 273–74), is the shortest distance in pitch class space between two unordered pitch classes. For example, the interval class between pitch classes 4 and 9 is 5 because 9 − 4 = 5 i...
För personer med samma namn, se Gustaf Sjöberg. Gustav Sjöberg Personlig informationFullständigt namnIvar Gustaf Albert SjöbergFödelsedatum23 mars 1913Födelseort Stockholm, SverigeDödsdatum3 oktober 2003 (90 år)Dödsort Lidingö, SverigePositionMålvaktJuniorlag 1929–1931 AIK Seniorlag* År1932–1950 Klubb AIK SM (GM) 321 0(0) Landslag År1937–1946 Landslag Sverige SM (GM)21 0(0) Uppdrag som tränare 1951–1952 IFK Holmsund * Antal matcher och mål i s...
Queens' population has recently been growing faster than Brooklyn's. Key: The Bronx, Brooklyn, Manhattan, Queens, Staten IslandQueens grew at a faster rate than Brooklyn, Manhattan, and the Bronx from 1990 to 2000. (Click on image to see full key and data.) The demographics of Queens, the second-most populous borough in New York City, are highly diverse. No racial or ethnic group holds a majority in the borough. Coterminous with Queens County since 1899, the borough of Queens is the second-l...
レイモン・コパ 名前本名 レイモン・コパゼフスキーRaymond Kopaszewski[1]愛称 レイモン・コパ、ナポレオンラテン文字 Raymond KOPA基本情報国籍 フランス生年月日 (1931-10-13) 1931年10月13日[1]出身地 ヌー=レ=ミーヌ[1]没年月日 (2017-03-03) 2017年3月3日(85歳没)身長 168cm[1]体重 68kg選手情報ポジション FW/MF クラブ1年 クラブ 出場 (得点)1949-1951 アンジェ 60 (15...