Oskar Büttner (Pfarrer)

Karl Oskar Büttner (* 7. Juni 1875 in Grünhain; † 9. Februar 1956 in West-Berlin) war ein deutscher evangelischer Pfarrer und Publizist. Er verfasste vor allem populäre religiöse Literatur.

Leben und Wirken

Er war der Sohn des Geschäftsmannes Karl Gottholf Büttner und dessen Ehefrau Berta Rosalie geborene Reinwardt. Seine Eltern wohnten zunächst in Grünhain im sächsischen Erzgebirge und zogen später nach Limbach.

Nach dem Schulbesuch schlug Büttner eine theologische Ausbildung ein und wurde Prediger. 1904 heiratete er in Berlin Martha Luise Trost. In den 1920er Jahren wohnte er in Bad Blankenburg, wo er mehrere Bücher im Selbstverlag veröffentlichte. Nach dem Zweiten Weltkrieg lebte er in Jena. 1956 starb er bei seiner Tochter Ruth Hoffelt geborene Büttner in Berlin-Wedding.

Schriften (Auswahl)

  • Der Weltkrieg und die Liebe Gottes. Ein Kriegsbuch. 1916.
  • Der Krieg und unsere Kirchenlieder. 1916.
  • Die Herrlichkeit der Bibel. Blankenburg i. Thür. [1924].
  • Ist der religiös gesonnene Bauer seines Frommseins wegen dumm zu nennen? Blankenburg i. Thür. [1924].

Literatur

  • Büttner, Oskar. In: Deutsches Literatur-Lexikon. Bd. 2, 3. Aufl., 1969, Sp. 319.
Personendaten
NAME Büttner, Oskar
ALTERNATIVNAMEN Büttner, Karl Oskar (vollständiger Name)
KURZBESCHREIBUNG deutscher Pfarrer und Publizist
GEBURTSDATUM 7. Juni 1875
GEBURTSORT Grünhain
STERBEDATUM 9. Februar 1956
STERBEORT West-Berlin

Read other articles:

Bilangan kompleks

Bilangan kompleks secara visual dapat direpresentasikan sebagai sepasang angka (a, b) membentuk vektor pada diagram yang disebut diagram Argand, mewakili bidang kompleks. Readalah sumbu nyata,Imadalah sumbu imajiner, dan i memuaskan i2 = −1. Bilangan kompleks dalam matematika, adalah bilangan yang dinotasikan oleh a + b i {\displaystyle a+bi\,} , di mana a dan b adalah bilangan riil, dan i adalah suatu bilangan imajiner di mana i 2 = −1. Bilangan riil a disebut juga bagian riil dari bi...

 

Ali Ismail

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: Ali Ismail – berita · surat kabar · buku · cendekiawan · JSTOR Artikel ini perlu dikembangkan agar dapat memenuhi kriteria sebagai entri Wikipedia.Bantulah untuk mengembangkan artikel ini. Jika tidak dik...

 

Badan Penelitian dan Pengembangan Hukum dan Hak Asasi Manusia

Badan Penelitian dan Pengembangan Hukum dan Hak Asasi Manusia Kementerian Hukum dan Hak Asasi Manusia Republik IndonesiaSusunan organisasiKepalaIwan Kurniawan, Bc.IP., S.H., M.H. (Pelaksana Tugas)Sekretaris BadanJonny Pesta Simamora, S.I.P., M.Si. Kepala Pusat Penelitian dan Pengembangan HukumJamaruli Manihuruk, Bc.Im., S.H., M.M., M.H.Kepala Pusat Penelitian dan Pengembangan HAMDrs. Andi Nurka, Bc.IP., S.H., M.H.Kepala Pusat Penelitian dan Pengembangan KebijakanDr. Syarifuddin, S.T., M.H.Kep...

Phillips County, Montana

County in Montana, United States County in MontanaPhillips CountyCountyPhillips County Courthouse in MaltaLocation within the U.S. state of MontanaMontana's location within the U.S.Coordinates: 48°16′N 107°55′W / 48.26°N 107.92°W / 48.26; -107.92Country United StatesState MontanaFoundedFebruary 5, 1915SeatMaltaLargest cityMaltaArea • Total5,212 sq mi (13,500 km2) • Land5,140 sq mi (13,300 km2) ...

 

Herzing University

Private university in Wisconsin, United States Herzing UniversityFormer namesHerzing InstituteHerzing CollegeMotto[I'm] Possible at HerzingTypePrivate universityEstablished1965PresidentRenée HerzingLocationAkron, Atlanta, Birmingham, Brookfield, Kenosha, Madison, Minneapolis, Nashville, New Orleans, Orlando, Tampa; corporate headquarters in MilwaukeeCampusMultiple campusesWebsitewww.herzing.edu Herzing University is a private, non-profit university with multiple locations throughout the Unit...

 

Université de Lille

Ne doit pas être confondu avec Université catholique de Lille. Université de LilleLe logo de l'Université de Lille.La faculté des sciences juridiques, politiques et sociales de l'université de Lille en 2021.HistoireFondation 1559 : fondation à DouaiDates-clés 1896 : transfert de Douai à Lille1970 : création de Lille-I, -II et -III2018 : fusion des trois universités2022 : établissement public expérimentalStatutType Université en FranceForme juridique Ét...

Korvet kelas Bung Karno

Kapal utama KRI Bung Karno saat acara peluncuran pada 19 April 2023 Tentang kelas Nama:kelas Bung KarnoPembangun:PT Karimun Anugrah Sejati, BatamOperator: Angkatan Laut IndonesiaDidahului oleh:Korvet kelas Bung TomoDibangun:2022–sekarangBertugas:2023–sekarangJumlah:1Rencana:2Aktif:1 Ciri-ciri umum Kelas dan jenis KorvetBerat benaman 650 ton (640 ton panjang)Panjang 73 m (239 ft 6 in)Lebar 12 m (39 ft 4 in)Pendorong 2 × mesin diesel, 4.000 kW (5.40...

 

170–176 John Street

Historic commercial building in New York, United States United States historic place170-176 John Street BuildingU.S. National Register of Historic PlacesNew York City Landmark No. 0074 Location170-176 John Street, Manhattan, New York CityCoordinates40°42′21″N 74°00′16″W / 40.70583°N 74.00444°W / 40.70583; -74.00444Arealess than one acreBuilt1840 (1840)NRHP reference No.71000546[1]NYCL No.0074Significant datesAdded to NR...

 

العملية ميسي (مسلسل)

العملية ميسي النوع كوميدي، فانتازيا تأليف إيهاب إمام (قصة)مصطفى صقر (إشراف على السيناريو)محمد عز الدين (إشراف على السيناريو)مصطفى حلمي (سيناريو و حوار)أحمد سعد (سيناريو و حوار)تامر نادي (سيناريو و حوار) إخراج أحمد مناويشيأحمد صالح بطولة أحمد حلمي البلد  مصر لغة العمل ‍الع...

Menderes Sports Hall

Menderes Sports HallLocationVali Yolu Cad. 26, Reşatbey, Seyhan, AdanaCoordinates36°59′59″N 35°19′51″E / 36.99972°N 35.33083°E / 36.99972; 35.33083OwnerRepublic of TurkeyOperatorAdana Youth and Sports DirectorateCapacityBasketball: 2000 Volleyball: 2000[2]Opened1938 [1]TenantsCeyhan Basketbol Menderes Sports Hall is a multi-purpose indoor arena located in Adana, situated just next to the 5 Ocak Stadium. The arena is opened in 1938 together ...

 

Seneca Lake State Park

State park in Seneca County, New York Seneca Lake State ParkSeneca Lake State Park marinaLocation of Seneca Lake State Park within New York StateTypeState parkLocation1 Lakefront Drive Geneva, New York[1]Nearest cityGeneva, New YorkCoordinates42°52′23″N 76°56′46″W / 42.873°N 76.946°W / 42.873; -76.946Area141 acres (0.57 km2)[2]Created1957 (1957)[3]Operated byNew York State Office of Parks, Recreation and Historic ...

 

Rosso

Disambiguazione – Se stai cercando altri significati, vedi Rosso (disambigua). RossoCoordinate spettrali Lunghezza d'onda~625-740 nm[1] Frequenza~479-405 THz Energia del fotone~1,983-1,675 eV Colori dell'arcobaleno                                        Colori acromatici       ...

Gable hood

English woman's headdress of the early 16th centuryThis article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (March 2023) (Learn how and when to remove this message) Gable hood with pinned-up lappets and a hanging veil A gable hood, English hood or gable headdress is an English woman's headdress of c. 1500–1550, so called becau...

 

البلدة القديمة (العلا)

  لمعانٍ أخرى، طالع البلدة القديمة (توضيح). البلدة القديمةالبلدة القديمةمعلومات عامةنوع المبنى settlement site (en) المكان محافظة العلا - المدينة المنورةالمنطقة الإدارية العلا البلد  السعوديةمعلومات أخرىالإحداثيات 26°37′N 37°55′E / 26.62°N 37.92°E / 26.62; 37.92 تعديل - تعديل...

 

Itezhi-Tezhi (constituency)

Zambian National Assembly constituency Politics of Zambia Constitution Human rights Government President Hakainde Hichilema Vice-President Mutale Nalumango Cabinet Legislature National Assembly Speaker: Nelly Mutti Constituencies Judiciary Constitutional Court President: Mulela Margaret Munalula Supreme Court Chief Justice: Mumba Malila Elections General 1964 1968 1973 1978 1983 1988 1991 1996 2001 2006 2011 2016 2021 Presidential 2008 2015 Referendums 1969 2016 Political parties By-elections...

Women in Uruguay

Women in UruguayPaulina Luisi was a prominent Uruguayan feminist leader, and also the first Uruguayan woman to graduate as a physician.General StatisticsMaternal mortality (per 100,000)29 (2010)Women in parliament16% (2014)[1]Women over 25 with secondary education50.6% (2010)Women in labour force68% (2014)[2]Gender Inequality Index[3]Value0.235 (2021)Rank58th out of 191 Global Gender Gap Index[4]Value0.711 (2022)Rank72nd out of 146 Part of a series onWome...

 

Al Smith

American statesman and governor (1873–1944) Alfred E. Smith redirects here. For his great-grandson, the stockbroker and philanthropist, see Alfred E. Smith IV. For other uses, see Al Smith (disambiguation). Al SmithSmith c. 1920s42nd Governor of New YorkIn officeJanuary 1, 1923 – December 31, 1928LieutenantGeorge R. LunnSeymour LowmanEdwin CorningPreceded byNathan L. MillerSucceeded byFranklin D. RooseveltIn officeJanuary 1, 1919 – December 31, 1920LieutenantHarry ...

 

F. Murray Abraham

F. Murray Abraham nel 2008 Oscar al miglior attore 1985 F. Murray Abraham, pseudonimo di Murray Abraham[1] (Pittsburgh, 24 ottobre 1939), è un attore statunitense, noto per aver interpretato il ruolo del compositore Antonio Salieri in Amadeus (1984), diretto da Miloš Forman, con il quale si è aggiudicato il Premio Oscar al miglior attore protagonista.[2] È apparso in molti ruoli, sia come protagonista che come non protagonista, in film come Serpico (1973), Tutti gli uomini...

桁橋

この記事には複数の問題があります。改善やノートページでの議論にご協力ください。 出典がまったく示されていないか不十分です。内容に関する文献や情報源が必要です。（2022年11月） 独自研究が含まれているおそれがあります。（2022年11月） 正確性に疑問が呈されています。（2022年11月）出典検索?: 桁橋 – ニュース · 書籍 · スカラー · CiN...

 

Singularity (mathematics)

Point where a function, a curve or another mathematical object does not behave regularly In mathematics, a singularity is a point at which a given mathematical object is not defined, or a point where the mathematical object ceases to be well-behaved in some particular way, such as by lacking differentiability or analyticity.[1][2][3] For example, the reciprocal function f ( x ) = 1 / x {\displaystyle f(x)=1/x} has a singularity at x = 0 {\displaystyle x=0} , where the ...