Libya pada zaman Romawi

Gerbang Septimius Severus di Leptis Magna

Wilayah Afrika Utara yang dikenal dengan sebutan Libya semenjak tahun 1911 dikuasai oleh Romawi dari tahun 146 SM hingga 672 M. Nama Latin Libya pada masa itu mengacu kepada benua Afrika.[1] Wilayah pesisir Libya dikenal dengan nama Tripolitania dan Pentapolis, yang terbagi menjadi provinsi Africa di barat dan Creta et Cyrenaica di timur. Pada tahun 296 M, Kaisar Diokletianus memisahkan pemerintahan Creta dari Cyrenaica dan di Cyrenaica ia membentuk provinsi "Libya Hulu" dan "Libya Hilir", sehingga istilah Libya untuk pertama kalinya digunakan dalam konteks politik.

Kekuasaan Romawi sendiri bermula setelah mereka berhasil menghancurkan Kartago pada tahun 146 SM. Pada tahun 96 SM, Romawi juga berhasil memperoleh wilayah Cyrenaica secara damai (ditinggalkan sebagai warisan oleh raja Ptolemaios Apion).

Catatan kaki

Daftar pustaka

  • Lidiano Bacchielli, La Tripolitania, in "Storia Einaudi dei Greci e dei Romani", Geografia del mondo tardo-antico, vol.20, Milano, Einaudi, 2008.
  • Barker, Graeme. Cyrenaica in Antiquity (Society for Libyan Studies Occasional Papers). Joyce Reynolds ISBN 0-86054-303-X
  • J.R.González, Historia de las legiones Romanas, Madrid 2003.
  • Graham, Alexander. Roman Africa: an outline of the history of the Roman occupation of North Africa, based chiefly upon inscriptions and monumental remains in that country. Publisher Longmans & Green (1902). University of California, 2007
  • M.Grant, The Antonines: the Roman empire in transition, Londra e N.Y. 1994. ISBN 978-0-415-13814-7
  • A.H.M.Jones, The later Roman empire 284-602, Baltymore 1986.
  • Lennox Manton, Roman North Africa, 1988
  • S.Rinaldi Tufi, Archeologia delle province romane, Roma 2007.
  • G.Webster, The roman imperial army of the first and second century A.D., Oklahoma 1998.


Read other articles:

Pretty GirlsSingel oleh Britney Spears dan Iggy AzaleaDirilis04 Mei 2015 (2015-05-04)DirekamSeptember 2014GenreElektro-hop[1]Durasi2:43LabelRCAPenciptaGeorge AstasioJason PebworthJon ShaveMaegan CottoneIggy AzaleaPerrie EdwardsJesy NelsonLeigh-Anne PinnockJade ThirlwallProduserThe Invisible MenKronologi singel Britney Spears Perfume(2013) Pretty Girls(2015) Tom's Diner(2015) Kronologi singel Iggy Azalea Trouble(2015) Pretty Girls(2015) Team(2016) Video musikPretty Girls...

 

 

Chemical compound DiphenylpyralineClinical dataOther names4-(diphenylmethoxy)-1-methyl-piperidineAHFS/Drugs.comInternational Drug NamesRoutes ofadministrationOral, TopicalATC codeR06AA07 (WHO) Legal statusLegal status In general: ℞ (Prescription only) Pharmacokinetic dataElimination half-life24–40 hours[1]Identifiers IUPAC name 4-benzhydryloxy-1-methyl-piperidine CAS Number147-20-6 YPubChem CID3103IUPHAR/BPS7165DrugBankDB01146 YChemSpider2992 YUN...

 

 

La Trinité-de-ThoubervilleLa Trinité-de-Thouberville Lokasi di Region Normandia La Trinité-de-Thouberville Koordinat: 49°21′39″N 0°52′45″E / 49.3608°N 0.8792°E / 49.3608; 0.8792NegaraPrancisRegionNormandiaDepartemenEureArondisemenBernayKantonBourg-AchardAntarkomuneRoumois SeinePemerintahan • Wali kota (2014-2020) Jacques DorléansLuas • Land13,33 km2 (1,29 sq mi) • Populasi2439 • Kepadatan Po...

The Gold RushPoster teatrikal The Gold Rush (1925)SutradaraCharlie ChaplinProduserCharlie ChaplinDitulis olehCharlie ChaplinPemeranCharlie ChaplinMack SwainTom MurrayPenata musikCharlie ChaplinCarli ElinorMax TerrJames L. FieldsSinematograferRoland TotherohPenyuntingCharlie ChaplinDistributorUnited ArtistsTanggal rilis 26 Juni 1925 (1925-06-26) (versi bisu) 16 April 1942 (1942-04-16) (versi suara)Durasi96 menit (versi bisu) 72 menit (versi suara)NegaraAmerika SerikatBahasaAnta...

 

 

  فوينلانا (بالإسبانية: Fuenllana)‏[1]   - بلدية -    فوينلانا (سيوداد ريال) فوينلانا (سيوداد ريال)  خريطة الموقع تقسيم إداري البلد إسبانيا  [2] المقاطعة مقاطعة ثيوداد ريال خصائص جغرافية إحداثيات 38°45′N 2°57′W / 38.75°N 2.95°W / 38.75; -2.95   [3] ا�...

 

 

Зелёный «аранский» свитер Кардиган, связанный в описываемой технике из традиционного материала — домашней неокрашенной шерсти Аранское вязание — стиль вязания, при котором образуется узор из переплетения кос и скрещивания петель; стиль происходит родом из Ирлан...

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...

 

 

Sri Lankan judge Christopher WeeramantryChristopher Weeramantry in June 2007Vice-President of the International Court of JusticeIn office1997–2000PresidentStephen M. SchwebelPreceded byStephen M. SchwebelSucceeded byShi JiuyongJudge of the International Court of JusticeIn office1991–2000Preceded byRaghunandan PathakSucceeded byAwn Al-KhasawnehPuisne Justice of the Supreme Court of CeylonIn office1967–1972 Personal detailsBornChristopher Gregory Weeramantry(1926-11-17)17 November 1926Col...

 

 

British writer and poet (1916–1990) Roald DahlDahl in 1954Born(1916-09-13)13 September 1916Cardiff, WalesDied23 November 1990(1990-11-23) (aged 74)Oxford, EnglandResting placeChurch of St Peter and St Paul, Great Missenden, EnglandOccupationNovelistpoetscreenwriterPeriod1942–1990GenreChildren's literatureSpouse Patricia Neal ​ ​(m. 1953; div. 1983)​ Felicity Crosland ​(m. 1983)​ChildrenOliviaTessaTheoOphelia...

Cover of De Waarheid, edition of 31 October 1944 De Waarheid (literally 'The Truth') was the newspaper of the Communist Party of the Netherlands. It originated in 1940 under the German occupation as a resistance paper, the day after general H.G. Winkelman had forbidden publication of the earlier Communist Volksdagblad. The party decided on May 15, 1940, to continue the Volksdagblad illegally under the name De Waarheid. The first months were spent setting up a nationwide network of 'handout po...

 

 

Sceaux 行政国 フランス地域圏 (Région) イル=ド=フランス地域圏県 (département) オー=ド=セーヌ県郡 (arrondissement) アントニー郡小郡 (canton) 小郡庁所在地INSEEコード 92071郵便番号 92330市長(任期) フィリップ・ローラン(2008年-2014年)自治体間連合 (fr) メトロポール・デュ・グラン・パリ人口動態人口 19,679人(2007年)人口密度 5466人/km2住民の呼称 Scéens地理座標 北緯48度4...

 

 

American guitarist (1946–2017) J. GeilsBackground informationBirth nameJohn Warren Geils Jr.Born(1946-02-20)February 20, 1946New York City, U.S.DiedApril 11, 2017(2017-04-11) (aged 71)Groton, Massachusetts, U.S.GenresRockbluesjazzOccupation(s)Musiciansongwriterrecord producerInstrument(s)GuitarYears active1967–2012LabelsAtlanticEMIRounderArborsFormerly ofThe J. Geils BandMusical artist John Warren Geils Jr. (/ɡaɪlz/) (February 20, 1946 – April 11, 2017), known professionally as J...

News/talk radio station in Dardanelle, Arkansas, United States KCABDardanelle, ArkansasFrequency980 kHzBranding97.1 Bob FMProgrammingFormatAdult hitsAffiliationsBob FM networkOwnershipOwnerBobby Caldwell(EAB of Russellville, LLC)Sister stationsKCJC, KCON, KASR, KVOM, KVOM-FM, KWKK, KYELHistoryFirst air date1980Technical informationFacility ID31885ClassDPower5,000 watts day32 watts nightTransmitter coordinates35°13′20″N 93°10′8″W / 35.22222°N 93.16889°W / 35...

 

 

1998 studio album by GarbageVersion 2.0Studio album by GarbageReleasedMay 11, 1998 (1998-05-11)RecordedMarch 1997 – February 1998StudioSmart (Madison, Wisconsin)Genre Alternative rock synth-rock[1] Length49:34LabelMushroomProducerGarbageGarbage chronology Garbage(1995) Version 2.0(1998) Beautiful Garbage(2001) Singles from Version 2.0 Push ItReleased: April 20, 1998 I Think I'm ParanoidReleased: July 6, 1998 SpecialReleased: October 5, 1998 When I Grow UpRele...

 

 

Swedish prince (1906–1947) Prince Gustaf AdolfDuke of VästerbottenGustaf Adolf in 1932BornPrince Gustaf Adolf of Sweden(1906-04-22)22 April 1906Stockholm Palace, Stockholm, SwedenDied26 January 1947(1947-01-26) (aged 40)Kastrup Airfield, Copenhagen, DenmarkBurial4 February 1947Royal Cemetery, Solna, SwedenSpouse Princess Sibylla of Saxe-Coburg and Gotha ​ ​(m. 1932)​Issue Princess Margaretha, Mrs. Ambler Princess Birgitta of Sweden and Hohenzollern P...

1905 sociology book by Max Weber The Protestant Ethic and the Spirit of Capitalism Cover of the German edition from 1934AuthorMax WeberOriginal titleDie protestantische Ethik und der Geist des KapitalismusLanguageGermanGenreEconomic sociologyPublication date1905Publication placeGermanyTextThe Protestant Ethic and the Spirit of Capitalism at Wikisource The Protestant Ethic and the Spirit of Capitalism (German: Die protestantische Ethik und der Geist des Kapitalismus) is a book written by ...

 

 

US federal agency (1936–1950) Seal of the United States Maritime Commission The United States Maritime Commission (MARCOM) was an independent executive agency of the U.S. federal government that was created by the Merchant Marine Act of 1936, which was passed by Congress on June 29, 1936, and was abolished on May 24, 1950. The commission replaced the United States Shipping Board which had existed since World War I. It was intended to formulate a merchant shipbuilding program to design and b...

 

 

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. (فبراير 2016) جائزة اختيار النقاد للأفلام لأفضل ممثل في الكوميديامعلومات عامةالبلد  الولايات المتحدة المكان لوس أن...

The Woman in Room 13Iklan surat kabarSutradaraFrank LloydProduserSamuel GoldwynDitulis olehRichard Schayer (skenario)BerdasarkanThe Woman in Room 13oleh Max Marcin, Samuel Shipman, dan Percival WildePemeranPauline FrederickSinematograferDevereaux Jennings (disebut sebagai J.D. Jennings)DistributorGoldwyn PicturesTanggal rilis April 1920 (1920-04) Durasi5 rolNegaraAmerika SerikatBahasaBisu (intertitel Inggris) Adegan dari film tersebut. The Woman in Room 13 adalah sebuah film drama mister...

 

 

Unsolved problem in mathematics: Are graphs uniquely determined by their subgraphs? (more unsolved problems in mathematics) Informally, the reconstruction conjecture in graph theory says that graphs are determined uniquely by their subgraphs. It is due to Kelly[1] and Ulam.[2][3] Formal statements A graph and the associated deck of single-vertex-deleted subgraphs. Note some of the cards show isomorphic graphs. Given a graph G = ( V , E ) {\displaystyle G=(V,E)} , a ve...