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On integer partitions from monotonic functions The Lambek–Moser theorem is a mathematical description of partitions of the natural numbers into two complementary sets. For instance, it applies to the partition of numbers into even and odd, or into prime and non-prime (one and the composite numbers). There are two parts to the Lambek–Moser theorem. One part states that any two non-decreasing integer functions that are inverse, in a certain sense, can be used to split the natural numbers in...
Одесская железная дорогаукр. Одеська залізниця Полное название Региональный филиал «Одесская железная дорога» АО «Украинская железная дорога» (укр. Регіональна філія «Одеська залізниця» АТ «Українська залізниця») Годы работы с 1936[1] Страна Украина Город управл�...
Sate Danguang-Danguang di Bukittinggi Sate Danguang-Danguang adalah sebuah hidangan khas Minangkabau. Nama dari makanan tersebut berasal dari wilayah asalnya, yakni Danguang-danguang, sebuah nagari di Kabupaten Lima Puluh Kota. Sate Danguang-Danguang memiliki kesamaan dengan sate Padang, yakni memakai daging sapi sebagai bahan utama. Namun, bumbu Sate Padang tidak sama dengan Sate Danguang-Danguang. Terdapat ciri khas dan keunikan dari dua macam sate tersebut. Kuah Sate Danguang-Danguang lebi...
Pour les articles homonymes, voir France (homonymie), section Navires. France Autres noms PicardieFrance IV Type Paquebot transatlantique Histoire Chantier naval Chantiers de Penhoët, Saint-Nazaire, France Quille posée Février 1909 Lancement 10 septembre 1910 Mise en service 20 avril 1912 Statut Démoli en 1935 Équipage Équipage 500 Caractéristiques techniques Longueur 217 m Maître-bau 23,88m Port en lourd 6 384 tpl Tonnage 24 666 tonnes Propulsion 4 turbines à action directe tr...
Version of the labor theory of value Part of a series onAnarchism History Outline Schools of thought Feminist Green Primitivist Social ecology Total liberation Individualist Egoist Free-market Naturist Philosophical Mutualism Postcolonial African Black Queer Religious Christian Jewish Social Collectivist Parecon Communist Magonism Without adjectives Methodology Agorism Illegalism Insurrectionary Communization Expropriative Pacifist Platformism Especifismo Relationship Syndicalist Synthesis Th...
Sessa CilentoKomuneComune di Sessa CilentoLokasi Sessa Cilento di Provinsi SalernoNegaraItaliaWilayah CampaniaProvinsiSalerno (SA)Luas[1] • Total18,04 km2 (6,97 sq mi)Ketinggian[2]550 m (1,800 ft)Populasi (2016)[3] • Total1.366 • Kepadatan76/km2 (200/sq mi)Zona waktuUTC+1 (CET) • Musim panas (DST)UTC+2 (CEST)Kode pos84074Kode area telepon0974Situs webhttp://www.comune.sessacilento.sa.it ...
Questa voce sugli argomenti fisica e unità di misura è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. newtonDinamometro con scala in kN.Informazioni generaliSistemaSI (unità derivata) Grandezzaforza SimboloN EponimoIsaac Newton In unità base SIkg × m × s−2 Conversioni 1 N in... ...equivale a... Unità CGS1,0×105 dyn Unità MTS0,001 sn Unità ST≈0,101972 kgf Unità di Planck≈8,2626×10−...
Bản đồ của Vương quốc Anh về các đề xuất của Pháp, được tạo ra vào tháng 4 năm 1946. Vùng Ruhr sẽ được mở rộng đến biên giới Hà Lan bằng cách hợp nhất các phần của Rhineland, và toàn bộ lãnh thổ mới sau đó sẽ được tách ra khỏi nước Đức. Kế hoạch Monnet do viên chức Pháp Jean Monnet đề xuất sau khi Thế chiến II kết thúc. Đây là một kế hoạch tái thiết nước Pháp đề xuất...
См. также: Присоединение Прибалтики к СССР Присоединение Литвы к СССР — политический процесс в истории Литвы, приведший Литовскую Республику к включению её в состав СССР. Период нахождения республики в составе СССР самой Литвой, странами Балтии и многими другими стра...
National Historical Park of the United States United States historic placeAdams National Historical ParkU.S. National Register of Historic PlacesFormer U.S. National Historic SiteU.S. National Historical Park John Adams birthplaceShow map of MassachusettsShow map of the United StatesLocation135 Adams St., Quincy, MassachusettsCoordinates42°15′23″N 71°0′41″W / 42.25639°N 71.01139°W / 42.25639; -71.01139Area8.5 acres (3.4 ha) (NRHP listing) 13.82 acr...
Questa voce o sezione deve essere rivista e aggiornata appena possibile. Commento: Il CIO ha revocato per doping numerose medaglie vinte da atleti russi, il TAS ne ha contestato le conclusioni. Le medaglie del bob sono state riassegnate, quella del biathlon non ancora Sembra infatti che questa voce contenga informazioni superate e/o obsolete. Se puoi, contribuisci ad aggiornarla. Voce principale: Giochi olimpici invernali. XXII Giochi olimpici invernali(RU) Жаркие. Зимние. Тво...
Felipe III & IIRaja Kastila dan LeónRaja AragonRaja PortugalBerkuasa13 September 1598 – 31 Maret 1621PendahuluFelipe II dan IPenerusFelipe IV dan IIIInformasi pribadiKelahiran(1578-04-14)14 April 1578Madrid, SpanyolKematian31 Maret 1621(1621-03-31) (umur 42)Madrid, SpanyolPemakamanEl EscorialWangsaWangsa HabsburgAyahFelipe II dari SpanyolIbuAnna dari AustriaPasanganMargaret dari AustriaAnakAnne, Ratu PrancisFelipe IV dari SpanyolMaria Anna, Permaisuri Romawi SuciInfante Charles da...
Questa voce è parte della serieStoria della letteratura latina Età preletteraria Età arcaica Età classica Età di Cesare Età di Augusto Età imperiale Età giulio-claudia Età flavia e di Traiano Età di Adriano e Antonini III-IV secolo V secolo Classici latini conservati: Dalla fondazione alla fine della Repubblica Da Augusto agli Antonini Dai Severi alla caduta dell'Occidente Categoria: Letteratura latina Questo box: vedi • disc. • mod. Voce principale: Le...
Polish sprinter (born 1997) Ewa SwobodaSwoboda at the 2016 indoor Pedro's CupPersonal informationFull nameEwa Nikola SwobodaBorn (1997-07-26) July 26, 1997 (age 26)Żory, PolandHeight1.64 m (5 ft 5 in)Weight55 kg (121 lb)SportCountryPolandSportTrack and fieldEventSprintClubAZS AWF Katowice, formerly UKS Czwórka Żory[1]Coached byIwona KrupaAchievements and titlesPersonal bests100 m: 10.94 202360 m: 6.98i NR 2024 Medal record Women's athlet...
Zhou dynasty Chinese state (1046–221 BCE) This article is about the major state of Qí (齊). For the minor state of Qǐ (杞), see Qi (Henan). For other uses, see Qi (disambiguation). Qi Kingdom redirects here. For the Han dynasty kingdom, see Qi Kingdom (Han dynasty). Qi齊*Dzəj1046 BCE–221 BCEQi in 260 BCEStatusRegional State (1046–323 BCE )Kingdom (323–221 BCE )CapitalYingqiu (11 c.–866 BCE )Bogu (866–859 BCE )Linzi (859–221 BCE )Religion ancestor worshipChinese f...
American accountant and politician Elise Nieshalla58th Auditor of IndianaIncumbentAssumed office December 1, 2023GovernorEric HolcombPreceded byTera Klutz Personal detailsPolitical partyRepublicanEducationOral Roberts University (BS)Indiana University, Indianapolis (MA) Elise Nieshalla is an American Certified Public Accountant who currently serves as the auditor of Indiana. She was appointed to the position after her predecessor, Tera Klutz resigned.[1] Early life and education N...
Марат Фаридович Загидуллов депутат Государственной думы Федерального Собрания Российской Федерации V созыва Рождение 5 июня 1974(1974-06-05) (50 лет)Казань, СССР Партия «Единая Россия» Медиафайлы на Викискладе Мара́т Фари́дович Загиду́ллов (5 июня 1974, Казань, Татарская АСС...
1965 play by Samuel Beckett This article is about the short play. For other uses, see Come and Go (disambiguation). Come and GoWritten bySamuel BeckettCharactersFlo, Vi, RuDate premiered14 January 1966Place premieredSchiller-Theater Werkstatt, BerlinOriginal languageEnglishSettingNon-specific Come and Go is a short play (described as a dramaticule on its title page) by Samuel Beckett. It was written in English in January 1965 and first performed (in German) at the Schillertheater, Berlin on 1...
Поведение муравьёв явилось вдохновением для создания метаэвристической технологии оптимизации Муравьиный алгоритм (алгоритм оптимизации подражанием муравьиной колонии, англ. ant colony optimization, ACO) — один из эффективных полиномиальных алгоритмов для нахождения прибл...
Les savoir-faire en mécanique horlogère et mécanique d'art * Patrimoine culturel immatériel Horloge astronomique de Prague construite en 1410. Pays * France Suisse Liste Liste représentative Année d’inscription 2020 * Descriptif officiel UNESCO modifier L’horlogerie regroupe la science, la technique, l'art, l'industrie, le commerce des instruments propres à mesurer le temps[1]. Il existe trois catégories d'horlogeries : l'horlogerie ancienne, l'horloge...