Е. Е. Смит

Е. Е. Смит
Edward Elmer Smith
американски писател
Роден
Починал
31 август 1965 г. (75 г.)
ПогребанПортланд, САЩ

Националност САЩ
Учил вУниверситет „Джордж Вашингтон“
Литература
ПсевдонимE. E. „Док“ Смит
Период1928 – 1965
Жанровенаучна фантастика

Уебсайт
Е. Е. Смит в Общомедия

Едуард Елмър Смит (на английски: Edward Elmer Smith) е американски писател на научна фантастика.

Биография и творчество

Роден е в Шебойган, щат Уисконсин и прекарва ранните си години в Спокан, щат Вашингтон. През 1909 г. работи в строителството на железопътната линия от Белтон, щата Монтана до Канада, но преценява, че работота там на е подходяща и се връща в университета. За да плаща за образованието си, работи в мина. При пожар в неговото жилище му се налага да скочи от четвъртия етаж. Травмите, които получава не му позволяват да се занимава с физически труд и той се връща у дома.

С помощта на семейството си той успява да плати, за да учи в университет. Работи като химик в Националното бюро за стандарти във Вашингтон. Учи в университета „Джордж Вашингтон“, където през 1919 г. получава докторска степен. Смит прави писателски опити още през 1916 г., но романът, който започва тогава, е завършен едва през 1920 г. Авторът не успява да намери издател за романа си и през 1928 г. го изпраща в списанието „Astounding Stories“, където романът е публикуван под името „The Skylark of Space“ („Космическата чучулига“).

Романът става много популярен сред читателите на фантастика, защото е едно от първите по-мащабни произведения, където действието излиза от рамките на Слънчевата система. С излизането на романа му Едуард Смит става един от основателите на жанра „космическа опера“. През 1930-те той продължава да пише романи за „Skylark“, като започва и нов цикъл – „Lensmen“ („Ленсман“). Всичките му произведения са публикувани в списания за научна фантастика.

По време на Втората световна война Смит работи в завод за боеприпаси, откъдето по-късно бива уволнен поради това, че отказал да одобри некачествени боеприпаси. След това до пенсионирането си работи като технолог (съставител на рецепти) в компания за понички.

След войната всичките му произведения са издадени като самостоятелни книги, при голям успех. Преди края на живота си той завършва окончателно и двата си мащабни цикъла, като публикува и няколко отделни романа.

Едуард Смит умира от инфаркт на 31 август 1965 г.

Произведения

Серия „Ленсман“ (Lensman)

  1. Triplanetary (1948)
    Фатален сблъсък, изд. „Орфия“ (2003), прев. Таня Петрова
  2. First Lensman (1950)
    Първият Ленсман, изд. „Орфия“ (2003), прев. Татяна Петрова
  3. Galactic Patrol (1950)
  4. Gray Lensman (1951)
  5. Second Stage Lensmen (1953)
  6. The Vortex Blaster (1960)
  7. Children of the Lens (1954)

Серия „Скайларк“ (Skylark)

  1. The Skylark of Space (1946)
  2. Skylark Three (1948)
  3. Skylark of Valeron (1949)
  4. Skylark DuQuesne (1966)

Серия „Подпространството“ (Subspace)

  1. Subspace Explorers (1965)
  2. Subspace Encounter (1983)

Източници

Външни препратки

Read other articles:

Jean-Philippe RameauIo is an unfinished opera by Jean-Philippe Rameau in the form of a one-act acte de ballet. The date of its composition is unknown and it was probably unperformed during Rameau's lifetime. There is no overture or chorus and only a single dance. The score consists of recitative, arias and vocal ensembles.[1] French musicologist Sylvie Bouissou completed the opera and it received its first performance at the Kennedy Center in Washington, D.C. in May 2023. 'To try to c...

 

Liga Departamental de Fútbol del Callao Datos generalesDeporte FútbolSede Perú PerúFederación Federación Peruana de FútbolPresidente Jaime Espinoza ChuecasDatos históricosFundación 1 de agosto de 1975 (48 años)Primer campeón Hijos de YurimaguasDatos estadísticosCampeón actual Calidad PorteñaSubcampeón actual Juventud PalmeirasMás campeonatos Atlético Chalaco (4) Deportivo Sima (4)Datos de competencia Ascenso a Etapa Nacional Descenso a Ligas Distritales del Callao[e...

 

Buddha Tian Tan Buddha Besar Hanzi tradisional: 天壇大佛 Alih aksara Mandarin - Hanyu Pinyin: Tiāntán Dàfó Yue (Kantonis) - Jyutping: tin1 taan4 daai6 fat6 Buddha Tian Tan, juga dikenal sebagai Buddha Besar, adalah sebuah patung perunggu besar Buddha Sakyamuni, yang selesai dibangun pada tahun 1993, dan terletak di Ngong Ping, Pulau Lantau, Hong Kong. Patung ini terletak dekat Biara Po Lin dan melambangkan hubungan harmonis antara manusia dan alam, masyarakat dan agama. Tempat ini mer...

Cetme El cetme C del Museo de la Legión de AlmeríaTipo Fusil de asaltoPaís de origen EspañaSignificado del nombre Centro de Estudios Técnicos de Materiales EspecialesHistoria de servicioEn servicio 1958-presente (Guardia Civil)Operadores Fuerzas Armadas EspañolasPropietario(s) Fuerzas Armadas EspañolasGuerras Guerra de IfniGuerra de Independencia de ArgeliaGuerra civil de NigeriaGuerra del Sahara OccidentalGuerra civil libanesaHistoria de producciónDiseñador Ludwig VorgrimlerDiseñad...

 

Colman'sSebuah iklan lama Colman's di Buckinghamshire Railway CentreJenis produkMosterPemilikUnileverNegaraNorfolk, East Anglia, InggrisDiluncurkan1814; 208 tahun lalu (1814)Pemilik sebelumnyaReckitt & Colman (kini Reckitt Benckiser) Colman's (didirikan pada tahun 1814) adalah sebuah produsen moster dan saus-saus lain yang berkantor pusat di Carrow, Norwich, Norfolk. Dimiliki oleh Unilever sejak tahun 1995, Colman's merupakan salah satu merek makanan tertua yang masih eksis hingga sa...

 

مايكل غاستون (بالإنجليزية: Michael Gaston)‏  معلومات شخصية الميلاد 5 نوفمبر 1962 (العمر 61 سنة)والنوت كريك، الولايات المتحدة مواطنة الولايات المتحدة  الحياة العملية المدرسة الأم جامعة كاليفورنيا، دافيس  المهنة ممثل اللغة الأم الإنجليزية  اللغات الإنجليزية  سنوات النشا...

Džajić Datos personalesNombre completo Dragan DžajićNacimiento Ub, Serbia30 de mayo de 1946 (77 años)Nacionalidad(es)  Yugoslavo Serbio SerbioCarrera deportivaDeporte FútbolClub profesionalDebut deportivo 1961(Estrella Roja de Belgrado)Club RetiradoPosición Extremo izquierdoRetirada deportiva 1978(Estrella Roja de Belgrado)Selección nacionalSelección YUG YugoslaviaDebut 17 de junio de 1964Part. (goles) 84 (23)[editar datos en Wikidata] Dra...

 

H.Arwani ThomafiSekretaris Jenderal DPP Partai Persatuan PembangunanPetahanaMulai menjabat 5 Januari 2021Ketua UmumSuharso MonoarfaMuhamad MardionoPendahuluArsul SaniAnggota Dewan Perwakilan Rakyat Republik IndonesiaPetahanaMulai menjabat 1 Oktober 2009PresidenSusilo Bambang Yudhoyono Joko WidodoDaerah pemilihanJawa Tengah III Informasi pribadiLahir21 November 1975 (umur 48)Rembang, Jawa TengahPartai politik  PPPSuami/istriLatifahAnak1Alma materIAIN Sunan Kalijaga Yogya...

 

British–American rock band Wings (band) redirects here. For the American folk rock band, see Wings (1968 band). For the South Korean K-pop duo, see Wings (duo). Not to be confused with Paul McCartney Band. Paul McCartney and WingsWings in 1975 (L–R): Joe English, Denny Laine, Linda McCartney, Jimmy McCulloch, and Paul McCartneyBackground informationAlso known asWingsSuzy and the Red StripesThe Country HamsOriginLondon, EnglandGenresSoft rock[1]pop rock[2]Years active1971...

Sporting event delegationGhana at theOlympicsIOC codeGHANOCGhana Olympic CommitteeWebsiteghanaolympic.orgMedals Gold 0 Silver 1 Bronze 4 Total 5 Summer appearances1952195619601964196819721976–198019841988199219962000200420082012201620202024Winter appearances2010201420182022 This is a list of flag bearers who have represented Ghana at the Olympics.[1] Flag bearers carry the national flag of their country at the opening ceremony of the Olympic Games. # Event year Season Flag bearer Sp...

 

Japanese anime television series You can help expand this article with text translated from the corresponding article in Japanese. (July 2014) Click [show] for important translation instructions. View a machine-translated version of the Japanese article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-trans...

 

Direktorat JenderalKekuatan Pertahanan Kementerian Pertahanan Republik IndonesiaSusunan organisasiDirektur JenderalBambang IrwantoSitus webkuathan.kemhan.go.id Direktorat Jenderal Kekuatan Pertahanan biasa disingkat Ditjen Kuathan adalah unit eselon I di bawah Kementerian Pertahanan. Tugas dan Fungsi Direktorat Jenderal Kekuatan Pertahanan memiliki tugas menyelenggarakan perumusan kebijakan umum dan kebijakan pelaksanaan, serta menyelenggarakan pembinaan kekuatan komponen kekuatan pertah...

Municipality in Mecklenburg-Vorpommern, GermanyNeu Gülze MunicipalityLocation of Neu Gülze within Ludwigslust-Parchim district Neu Gülze Show map of GermanyNeu Gülze Show map of Mecklenburg-VorpommernCoordinates: 53°22′N 10°46′E / 53.367°N 10.767°E / 53.367; 10.767CountryGermanyStateMecklenburg-VorpommernDistrictLudwigslust-Parchim Municipal assoc.Boizenburg-Land Subdivisions3Government • MayorHans-Jürgen MichalskaArea • Total12.97&...

 

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: Hope Motor Company – news · newspapers · books · scholar · JSTOR (April 2018) (Learn how and when to remove this template message)HopeStar SM. Hope Motor Company was a Japanese car company bought by Suzuki in 1968. In December 1967, they released the HopeStar O...

 

Species of wasp Neuroterus numismalis Silk button gall on pedunculate oak Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Hymenoptera Family: Cynipidae Genus: Neuroterus Species: N. numismalis Binomial name Neuroterus numismalisGeoffroy in Fourcroy, 1785 Neuroterus numismalis is a gall wasp that forms chemically induced leaf galls on oak trees. It has both bisexual and agamic (parthenogenetic) generations and forms two distinct galls...

Doge of the Republic of Genoa This article is about 113th doge of Genoa. For the 17th century Italian bishop, see Giulio Sauli (bishop). Giulio Sauli113th Doge of the Republic of GenoaIn officeOctober 12, 1656 – October 12, 1658Preceded byAlessandro SpinolaSucceeded byGiovanni Battista Centurione Personal detailsBorn1578Genoa, Republic of GenoaDied1668Genoa, Republic of Genoa Giulio Sauli (Genoa, 1578 – Genoa, 1668) was the 113th Doge of the Republic of Genoa and King of Corsica....

 

2011 single by Rick Ross featuring Lil Wayne9 PieceSingle by Rick Ross featuring Lil Waynefrom the album Ashes to Ashes ReleasedMay 10, 2011Recorded2010–2011GenreHip hopLength5:17 (T.I. version)3:59 (Lil Wayne version)LabelMaybach Music GroupDef JamSlip-n-SlideSongwriter(s)William Leonard Roberts IIClifford Joseph Harris, Jr.Dwayne CarterLexus LewisProducer(s)Lex LugerRick Ross singles chronology Ima Boss (2011) 9 Piece (2011) I'm on One (2011) Lil Wayne singles chronology Dirty Dan...

 

PausSabinianusAwal masa kepausan13 September 604Akhir masa kepausan22 Februari 606PendahuluGregorius IPenerusBonifasius IIIInformasi pribadiNama lahirtidak diketahuiLahirtanggal tidak diketahuiBlera, ItaliaMeninggal22 Februari 606Roma, Italia Paus Sabinianus (???-22 Februari 606) adalah Paus Gereja Katolik Roma sejak 13 September 604 hingga 22 Februari 606. Didahului oleh:Gregorius I Paus604 – 606 Diteruskan oleh:Bonifasius III lbs Paus Gereja Katolik Daftar paus grafik masa jabatan or...

Public transport in Fort McMurray and the region of Wood Buffalo, Alberta, Canada Wood Buffalo TransitFounded1980Headquarters9909 Franklin Avenue[1]LocaleFort McMurrayService areaurban areaService typebus service, paratransitRoutes16Stations3 (including 2 Transfer Stations located in Timberlea and Thickwood)OperatorWood Buffalo[2]WebsiteWood Buffalo Public Transit Fort McMurray Transit is a public transportation system provided by the Regional Municipality of Wood Buffalo, in ...

 

Frequently-cited counterexample in topology An illustration of the anti-diagonal and an open rectangle in the Sorgenfrey plane that meets the anti-diagonal at a single point. In topology, the Sorgenfrey plane is a frequently-cited counterexample to many otherwise plausible-sounding conjectures. It consists of the product of two copies of the Sorgenfrey line, which is the real line R {\displaystyle \mathbb {R} } under the half-open interval topology. The Sorgenfrey line and plane are named for...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!