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British politician (1909–1994) The Right HonourableThe Lord ThorneycroftCH PCby Walter Stoneman, 1948Chancellor of the ExchequerIn office13 January 1957 – 6 January 1958Prime MinisterHarold MacmillanPreceded byHarold MacmillanSucceeded byDerick Heathcoat-AmoryChairman of the Conservative PartyIn office11 February 1975 – 14 September 1981LeaderMargaret ThatcherPreceded byWilliam WhitelawSucceeded byCecil ParkinsonSecretary of State for Defence[a]In office13 ...
Lage der Manytschniederung Die Manytschniederung (auch Kuma-Manytsch-Niederung; russisch Кумо-Манычская впадина, Kuma-Manytsch-Senke) ist eine etwa 500 Kilometer lange Niederung zwischen der Kuban-Asowschen Niederung und der Kaspischen Senke in Südrussland. Die Niederung bildet zusammen mit der Kaspischen Senke die südöstliche Begrenzung der Osteuropäischen Ebene. Inhaltsverzeichnis 1 Lage und Geologie 1.1 Die Manytschniederung als Teil der Grenze Europas 2 Hydrog...
Гірське масло — термін, який має кілька значень. Ця сторінка значень містить посилання на статті про кожне з них.Якщо ви потрапили сюди за внутрішнім посиланням, будь ласка, поверніться та виправте його так, щоб воно вказувало безпосередньо на потрібну статтю.@ пошук посил
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) بيث كوهن معلومات شخصية الميلاد القرن 20 مواطنة الولايات المتحدة الحياة العملية المهنة مؤرخة الفن[1]، وعالمة آثار[2] اللغات الإنجليزية ...
Optika fisis atau optika gelombang (en:physical optics) adalah cabang studi cahaya yang mempelajari sifat-sifat cahaya yang tidak terdefinisikan oleh optik geometris dengan pendekatan sinarnya. Definisi sifat cahaya dalam optik fisis dilakukan dengan pendekatan frekuensi tinggi (Inggris:high frequency approximation atau short wave approximation). Teori pertama dicetuskan oleh Robert Hooke pada sekitar tahun 1660. Christiaan Huygens menyusul dengan Treatise on light pada tahun 1690 yang dikerj...
For the team with this name in other sports, see Kuban Krasnodar. HC Kuban KrasnodarFull nameHC Kuban KrasnodarFounded1973ArenaOlymp Sports Palace, KrasnodarCapacity3,000PresidentYevgeni TrefilovHead coachNikita GolubLeagueRussian Super League2020–216thClub colours Home Away Website Official site HC Kuban Krasnodar is a Russian women's handball team from Krasnodar competing in the Russian Super League. Kuban enjoyed its golden era in the late 1980s, winning two C...
Hindu dynasty of Jammu and Kashmir (1846–1952) 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: Dogra dynasty – news · newspapers · books · scholar · JSTOR (March 2018) (Learn how and when to remove this template message) Maharajah of Jammu and KashmirCoat of arms of Jammu and Kashmir StateDetailsFirst ...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Super Deal – berita · surat kabar · buku · cendekiawan · JSTOR Super DealGenreKuisPembuatMonty HallStefan HatosBerdasarkanLet's Make a Deal dari Amerika SerikatNegara asal IndonesiaJmlh. musim7Jmlh....
Vous lisez un « article de qualité » labellisé en 2009. Pour les articles homonymes, voir Jung et Carl Gustav Jung (homonymie). Carl Gustav JungBiographieNaissance 26 juillet 1875Kesswil (canton de Thurgovie, Suisse)Décès 6 juin 1961 (à 85 ans)Küsnacht (canton de Zurich, Suisse)Sépulture Cimetière de Küsnacht (d)Nom de naissance Carl Gustav JungNationalité suisseDomicile SuisseFormation Humanistisches Gymnasium. Bâle, Suisse (1886-1895)Université de Bâle (1895-19...
London Overground station Wanstead Park The station entrance in 2008Wanstead ParkLocation of Wanstead Park in Greater LondonLocationForest GateLocal authorityLondon Borough of NewhamManaged byLondon OvergroundOwnerNetwork RailStation codeWNPDfT categoryENumber of platforms2Fare zone3OSIForest Gate [1]National Rail annual entry and exit2017–18 0.563 million[2]– interchange 9,494[2]2018–19 0.887 million[2]– interchange 9,221[2]2019–2...
This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Klaus Derendorf – news · newspapers · books · scholar · JSTOR (January 2021) (Learn how and when to remove this template message) Klaus DerendorfB...
Runtuhnya gedung Thane 2013Tanggal04 April 2013 (2013-04-04)LokasiShil Phata, Mumbra, Thane, Maharashtra, IndiaKoordinat19°08′46″N 73°02′38″E / 19.146°N 73.044°E / 19.146; 73.044Koordinat: 19°08′46″N 73°02′38″E / 19.146°N 73.044°E / 19.146; 73.044 Shil Phata, Mumbra, Mumbai Location of Mumbra within MumbaiTewas72, termasuk 26 anak-anak[1][2][3] – 74[4][5]Cedera36[2]...
In mathematics, the Shapiro polynomials are a sequence of polynomials which were first studied by Harold S. Shapiro in 1951 when considering the magnitude of specific trigonometric sums.[1] In signal processing, the Shapiro polynomials have good autocorrelation properties and their values on the unit circle are small.[2] The first few members of the sequence are: P 1 ( x ) = 1 + x P 2 ( x ) = 1 + x + x 2 − x 3 P 3 ( x ) = 1 + x + x 2 − x 3 + x 4 + x 5 − x ...
Opera in two acts by Aulis Sallinen Kuningas LearKing LearOpera by Aulis SallinenAulis Sallinen in 2009LibrettistSallinenLanguageFinnishBased onKing Learby ShakespearePremiere15 September 2000 (2000-09-15)Finnish National Opera, Helsinki Kuningas Lear (King Lear) is an opera in two acts by Aulis Sallinen, with a libretto by the composer, based on the play by William Shakespeare and premiered in 2000; it was Sallinen's sixth opera. Background Kuningas Lear was commissioned by an...
Трансценденталізм — напрям філософії, який вивчає те, що лежить за межами досвіду, те що неможливо пізнати зважаючи на досвід[1]. Відомий у світі завдяки «американському трансценденталізму» — групі нових ідей у літературі, релігії, культурі і філософії, які зародили...
UNESCO award for cities promoting books This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: World Book Capital – news · newspapers · books · scholar · JSTOR (August 2022) (Learn how and when to remove this template message) AwardWorld Book CapitalUNESCO ProgrammeBook Tower of Babel from Buenos Aires World Book CapitalAwarded forRecognition for promoting boo...
1995 City of Dundee Council election ← 1992 6 April 1995 (1995-04-06) 1999 → All 36 seats to City of Dundee Council19 seats needed for a majorityTurnout44.52% (4.30) First party Second party Third party Party Labour Conservative SNP Seats won 28 4 3 The 36 single-member wards Council Leader after election TBD The 1995 City of Dundee Council election took place on 6 April 1995 to elect members of City of Dundee Council, as part of that ye...
Buddhist monastery in Hebei, China For other uses, see Longxing Temple (disambiguation). Longxing Temple隆兴寺The Mani Hall of the Longxing TempleReligionAffiliationBuddhismStatusMuseumLocationLocationZhengding, HebeiCountry ChinaShown within ChinaGeographic coordinates38°8′38.91″N 114°34′33.86″E / 38.1441417°N 114.5760722°E / 38.1441417; 114.5760722ArchitectureCompletedAD1052Song dynasty The Longxing Monastery or Longxing Temple (simplified Chinese...
The present page holds the title of a primary topic, and an article needs to be written about it. It is believed to qualify as a broad-concept article. It may be written directly at this page or drafted elsewhere and then moved over here. Related titles should be described in Reichian therapy, while unrelated titles should be moved to Reichian therapy (disambiguation). Part of a series of articles onPsychoanalysis Concepts Psychosexual development Psychosocial development (Erikson) Unconsciou...
Множе́ння ма́триць — це бінарна операція, яка використовуючи дві матриці, утворює нову матрицю, яка називається доб́утком ма́триць. Дійсні або комплексні числа множаться відповідно до правил елементарної арифметики. Схема праворуч демонструє обчислення добутку дв...