Read other articles:

Mathematical theorem In complex analysis, a branch of mathematics, the Casorati–Weierstrass theorem describes the behaviour of holomorphic functions near their essential singularities. It is named for Karl Theodor Wilhelm Weierstrass and Felice Casorati. In Russian literature it is called Sokhotski's theorem. Formal statement of the theorem Start with some open subset U {\displaystyle U} in the complex plane containing the number z 0 {\displaystyle z_{0}} , and a function f {\displaystyle f...

Untuk utilitas di Microsoft Windows, lihat Dr. Watson (Windows). Untuk pembalap Formula Satu, lihat John Watson (pembalap mobil). Dr. Watson (kiri) dan Sherlock Holmes, gambar oleh Sidney Paget. Dr. John H. Watson adalah seorang tokoh fiktif, yang merupakan sahabat, orang kepercayaan, serta penulis biografi dari Sherlock Holmes, dalam cerita detektif Sherlock Holmes karangan Sir Arthur Conan Doyle. Pada dua dekade terakhir abad ke-19, Watson tinggal di tempat yang sama dengan Holmes dan menja...

Laksamana TNI (Purn.)Ricardus Subono Duta Besar Indonesia untuk Britania Raya ke-8Masa jabatan1974–1978PresidenSoeharto PendahuluRusmin NuryadinPenggantiSaleh BasarahKepala Staf TNI Angkatan Laut ke-7Masa jabatan26 Juni 1973 – 26 Juni 1974PresidenSoeharto PendahuluSudomoPenggantiR.S. Subijakto Informasi pribadiLahir(1927-06-27)27 Juni 1927Yogyakarta, Hindia BelandaMeninggal8 Februari 1992(1992-02-08) (umur 64)Jakarta, IndonesiaKebangsaan IndonesiaProfesiTentaraK...

Non-linear effect in amplitude modulation This article is about signal processing. For the album by Bill Evans and Jim Hall, see Intermodulation (album). A frequency spectrum plot showing intermodulation between two injected signals at 270 and 275 MHz (the large spikes). Visible intermodulation products are seen as small spurs at 280 MHz and 265 MHz. 3rd order intermodulation products (D3 and D4) are the result of nonlinear behavior of an amplifier. The input power level into t...

Former U.S. Highway in Michigan This article is about the section of highway in Michigan. For the entire length of the current highway, see U.S. Route 16. US Highway 16US 16 highlighted in red on a modern mapRoute informationMaintained by MSHDLength210.643 mi[1] (338.997 km)ExistedNovember 11, 1926 (1926-11-11)[2]–1962 (1962)[3][4]HistoryReplaced by I-96Major junctionsWest endCar ferry docks in MuskegonMajor intersectio...

2003 single by Beyoncé featuring Sean Paul Baby BoySingle by Beyoncé featuring Sean Paulfrom the album Dangerously in Love and Dutty Rock B-sideSummertime (remix)ReleasedAugust 3, 2003 (2003-08-03)RecordedFebruary 2003[1]Studio The Hit Factory (New York City, New York) South Beach (Miami, Florida)[2] Genre Dancehall R&B Length4:04Label Columbia Music World Composer(s) Beyoncé Knowles Scott Storch Lyricist(s) Knowles Storch Sean Paul Henriques Robert Walle...

Le Province della Prussia costituivano la principale divisione amministrativa della Prussia. A seguito della dissoluzione del Sacro Romano Impero nel 1806 e dopo il Congresso di Vienna del 1815, i vari principati della Germania ottennero la sovranità nominale, ma il processo di riunificazione che culminò con la creazione dell'Impero tedesco nel 1871 produsse una nazione che era costituita da vari territori e stati, dominati da uno di questi: il Regno di Prussia. Le Province prussiane copriv...

Ministry of Health of the USSRМинистерство здравоохранения СССРMinisterstvo zdravookhraneniya SSSRAll ministry seals of the Soviet Union used the Soviet coat of armsAgency overviewFormed16 July 1923Preceding agencyGeneral Directorate of Public Health of the Russian Empire (1917)Dissolved15 November 1991Superseding agencyMinistry of Health of the Russian Federation (1992)JurisdictionUnion of Soviet Socialist RepublicsHeadquartersMoscow, RSFSR, Soviet Union The Mi...

The petroleum industry in Syria forms a major part of the economy of Syria. According to the International Monetary Fund, before the Syrian Civil War, oil sales for 2010 were projected to generate $3.2 billion for the Syrian government and accounted for 25.1% of the state's revenue.[1] Syria is a relatively small oil producer, that accounted for just 0.5% of the global production in 2010,[2][3] falling to less than 0.05% by 2016.[4] Although Syria is not a majo...

Mason & Hamlin est un fabricant de pianos installé à Haverhill, Massachusetts. L'entreprise, fondée en 1854 a aussi fabriqué une large gamme d'harmoniums au cours du XIXe siècle. Histoire XIXe siècle Mason & Hamlin a été créé à Boston, Massachusetts en 1854 par Henry Mason homme d'affaires et musicien amateur, fils de Lowell Mason, compositeur de l'hymne américain et professeur de musique, et Emmons Hamlin, mécanicienne et créatrice qui a travaillé pour le fab...

AgamennoneTragedia in cinque atti Egisto e Clitennestra si preparano ad uccidere Agamennone AutoreVittorio Alfieri Lingua originaleItaliano GenereTragedia Fonti letterarieEschilo (Agamennone)Seneca (Agamennone) AmbientazioneLa reggia in Argo Composto nel1783 - 1788 Pubblicato nel1783 Personaggi Agamennone Egisto Clitennestra Elettra Popolo Soldati   Manuale Agamennone è una tragedia di Vittorio Alfieri, pubblicata per la prima volta nel 1783 e rielaborata fino al 1788. L'ispirazione all...

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (يونيو 2019) الدوري البولندي الممتاز 1936 تفاصيل الموسم الدوري البولندي الممتاز  النسخة 16  البلد بولندا  المنظم �...

In matematica, il limite di una funzione in un punto di accumulazione[1] per il suo dominio esprime la quantità a cui tende il valore assunto dalla funzione all'avvicinarsi del suo argomento a quel punto. Indicando con f ( x ) {\displaystyle f(x)} la funzione e con x 0 {\displaystyle x_{0}} il punto di accumulazione, il limite viene indicato con: lim x → x 0 f ( x ) {\displaystyle \lim _{x\to x_{0}}f(x)} e si legge limite di f ( x ) {\displaystyle f(x)} per x {\displaystyle x}...

Governing body of association football in Hungary Hungarian Football FederationUEFAFounded19 January 1901; 123 years ago (1901-01-19)HeadquartersBudapestFIFA affiliation1907UEFA affiliation1954PresidentSándor CsányiWebsitemlsz.hu The Hungarian Football Federation (HFF) (Hungarian: Magyar Labdarúgó Szövetség; MLSZ) is the governing body of football in Hungary. It organizes the Hungarian league and the Hungary national team. It is based in Budapest.[1][2]...

Open standard from the medical computer science Digital Imaging and Communications in Medicine (DICOM) is a technical standard for the digital storage and transmission of medical images and related information.[1] It includes a file format definition, which specifies the structure of a DICOM file, as well as a network communication protocol that uses TCP/IP to communicate between systems. The primary purpose of the standard is to facilitate communication between the software and hardw...

رسمٌ بيانيٌّ يُظهرُ المراحل التي مرَّت بها المسيحيَّة عبر التاريخ وانشقاقها إلى الكنائس المألوفة اليوم. يؤمن المسيحيون بأنّ «كل معمّد منتمي لكنيسة يسوع المسيح بغض النظر عن المذهب الذي ينادي به أو الطقس الذي يتبعه»،[1][2][3] الطوائف الأربعة الكبرى التي تشكل 99% من ...

19th-century American siritual and work songs The North Star is on a line from the Big Dipper's stars Merak (β) to Dubhe (α), continued for five times its distance. Follow the drinking gourd may mean to use the Big Dipper to find the way north Songs of the Underground Railroad were spiritual and work songs used during the early-to-mid 19th century in the United States to encourage and convey coded information to escaping slaves as they moved along the various Underground Railroad routes. As...

American stockbroker, sportsman, and politician Robert Livingston Beeckman52nd Governor of Rhode IslandIn officeJanuary 5, 1915 – January 4, 1921Lieutenant GovernorEmery J. San SouciPreceded byAram J. PothierSucceeded byEmery J. San SouciMember of the Rhode Island SenateIn office1912–1914Member of the Rhode Island House of RepresentativesIn office1908–1912 Personal detailsBorn(1866-04-15)April 15, 1866New York City, New York, USDiedJanuary 21, 1935(1935-01-21) (aged 68...

  لمعانٍ أخرى، طالع سنة (توضيح). سنةمعلومات عامةالنوع وحدة زمن[1] — وحدة بدون تحويل قياسي إلى وحدة النظام الدولي (SI). — وحدة مشتقة من UCUM لديه جزء شهر جزء من période sothiaque (fr) تستخدم لقياس المدة الزمنية[1] رمز الوحدة  القائمة ... a (بالإنجليزية)[1] год (بالروسية)[2]...

此條目没有列出任何参考或来源。 (2020年7月27日)維基百科所有的內容都應該可供查證。请协助補充可靠来源以改善这篇条目。无法查证的內容可能會因為異議提出而被移除。 怀玉山，广义指怀玉山脉，位于中国江西省东北部，东起玉山县、德兴市与浙江省开化县交界处，西延至鄱阳湖平原。长百余千米，是信江与乐安江的分水岭。主峰玉京峰位于玉山县北境，海拔1817米，�...