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Eisenstein Gotthold:     more detail

Mathematische Werke (AMS/Chelsea Publication) by Gotthold F. Eisenstein, 1988-06 Mathematische Werke by Ferdinand Gotthold Max Eisenstein, 1975 Mathematische Abhandlungen: Besonders aus dem Gebiete der höheren Arithmetik und der elliptischen Functionen by Ferdinand Gotthold Max Eisenstein, 1847

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81. Lebensdaten Von Mathematikern
    Translate this page 1979) Einstein, Albert (14.3.1879 - 18.4.1955) Eisenhart, Luther (1876 - 1965)eisenstein, Ferdinand gotthold Max (16.4.1823 - 11.10.1852) Engel, Friedrich  
    http://www.mathe.tu-freiberg.de/~hebisch/cafe/lebensdaten.html
    
    Extractions: Marc Cohn Dies ist eine Sammlung, die aus verschiedenen Quellen stammt, u. a. aus Jean Dieudonne, Geschichte der Mathematik, 1700 - 1900, VEB Deutscher Verlag der Wissenschaften, Berlin 1985. Helmut Gericke, Mathematik in Antike und Orient - Mathematik im Abendland, Fourier Verlag, Wiesbaden 1992. Otto Toeplitz, Die Entwicklung der Infinitesimalrechnung, Springer, Berlin 1949. MacTutor History of Mathematics archive A B C ... Z Abbe, Ernst (1840 - 1909)

82. Eisenstein
    eisenstein worked on a variety of topics including quadratic and cubic forms, the reciprocity theorem for cubic residues, quadratic partition of prime numbers and reciprocity laws. eisenstein suffered all his life from bad health. While in Ireland eisenstein met Hamilton who gave him a  
    http://library.wolfram.com/examples/quintic/people/Eisenstein.html
    
    Extractions: Examples Solving the Quintic Eisenstein worked on a variety of topics including quadratic and cubic forms, the reciprocity theorem for cubic residues, quadratic partition of prime numbers and reciprocity laws. Eisenstein suffered all his life from bad health. Even while he was at school he had health problems and after leaving school he travelled with his parents to England where they were looking for a better life. They tried Wales and Ireland before returning to Germany. While in Ireland Eisenstein met Hamilton who gave him a copy of a paper that he had written on Abel's work on the impossibility of solving quintic equations. This stimulated Eisenstein to research in mathematics and on his return to Germany he enrolled at the University of Berlin. Eisenstein was soon publishing mathematical works, mainly in Crelle's Journal where Abel had published his work. In fact volumes 27 and 28 of Crelle's Journal contain 25 of Eisenstein's papers. In 1844 Eisenstein went to Göttingen for a short time and he met Gauss. At this time Eisenstein was working on a variety of topics including quadratic and cubic forms and the reciprocity theorem for cubic residues. From 1846 to 1847 Eisenstein worked on elliptic functions and in the first of these years he was involved in a priority dispute with Jacobi. In 1847 Riemann attended lectures that Eisenstein gave in Berlin.

83. Abstract Algebra: A Concrete Introduction - Addison Wesley / Benjamin Cummings C
    10. Algebraic Elements. 11. eisenstein's Irreducibility Criterion, BiographyGotthold eisenstein. 12. Extension Fields as Vector Spaces. 13.  
    http://www.aw.com/catalog/academic/product/1,4096,020143721X,00.html?type=TOC

84. Riemann
    Detta var en mycket viktig tid för Riemann. Speciellt Ferdinand gotthold Eisensteinoch Peter G. Lejeune Dirichlet hade ett stort inflytande på honom.  
    http://www.nicolai.se/undervisning/fysik/monad/riemann.htm

85. ¼¼°èÀÇ ¼öÇÐÀÚ
    Charles Hermite. Ferdinand GottholdMax eisenstein. Archimedes of Syracuse. ?.  
    http://math.dongeui.ac.kr/main/mathman/mathman_main.htm

86. PROSJEKTBESKRIVELSE
    eisenstein, Sergei (1968) The film sense. Paris Minuit. Lessing, GottholdEphraim (1766) Laokoon oder über die Grenzen der Malerie und Poesie.  
    http://www.hf.ntnu.no/fil/Blikket/aud_sissel.htm
    
    Extractions: Film og fjernsyn som virtuelle erfaringsrom Richard Rorty har karakterisert filosofihistorien som bestående av en rekke vendinger, der "A new set of problems emerges and the old ones begin to fade away"(1). Slik man i antikken var opptatt av ting ideer ord . Filosofien i vårt århundre kan altså karakteriseres av en "vending mot språket". Dette har konsekvenser også for de estetiske fag, blant annet ved at "alt" forklares med verbalspråket som modell: "Linguistics, semiotics, rhetoric, and various models of 'textuality' have become the lingua franca for critical reflections on the arts, the media, and cultural forms. Society is a text. Nature and its scientific representations are 'discourses'. Even the unconscious is structured like a language".(2) Selv bildet, som tradisjonelt har stått som verbalspråkets motpol, blir nå forstått på verbalspråkets premisser. Så når bilde- og filmteori blir en akademisk disiplin på slutten av sekstitallet, og "vitenskapen om billedtegnene" (billedsemiologien) blir grunnlagt(3), er den språklige tilnærmingen nærmest enerådende. Den språklige tilgangen til bildet har klar brodd mot den tradisjonelle oppfatningen av bildet som et naturlig tegn, som nå oppfattes som naiv. De første billedsemiologers bestrebelser går således ut på å vise hvordan bildet, på samme måte som språket, er konvensjonelt, kodet og kulturelt betinget.

87. Personenindex-Berlin-Hidden-Places-Stadtfuehrer
    Lessing,gotthold Ephraim (1729 Kamenz - 1781 Braunschweig); Dichter Nicolaihaus.  
    http://www.berlin-hidden-places.de/personenindex.htm
    
    Extractions: Personenindex Barth, Erwin (1880 Lübeck - 1933 Berlin); Gartenarchitekt Biedermann, Karl zeitgenössischer Künstler Bismarck, Otto v. (1815 Schönhausen - 1898 Friedrichsruh); Politiker und Diplomat Blankenstein, Hermann Wilhelm Albert (1829 Grafenbrück/Niederbarnim - 1910 Berlin); Architekt Bölsche, Wilhelm (1861 Köln - 1939 Oberschreiberhau/Schlesien); Dichter Borsig, Johann Friedrich August (1804 Breslau - 1854 Berlin); Unternehmer Chamisso, Adelbert v. (1781 Boncourt/Champagne - 1838 Berlin); Dichter Chodowiecki, Daniel (1726 Danzig - 1801 Berlin); Maler und Kupferstecher Comenius, Johann Amos

88. Index Of Persons/City Guide Berlin Hidden Places
    Lessing,gotthold Ephraim (1729 Kamenz - 1781 Braunschweig); poet Nicolai House.  
    http://www.berlin-hidden-places.de/yuba_web3/personenindex_en.htm
    
    Extractions: Index of Persons Barth, Erwin (1880 Lübeck - 1933 Berlin); landscape designer Biedermann, Karl contemporary artist Bismarck, Otto v. (1815 Schönhausen - 1898 Friedrichsruh); politician and diplomat Blankenstein, Hermann Wilhelm Albert (1829 Grafenbrück/Niederbarnim - 1910 Berlin); architect Bölsche, Wilhelm (1861 Köln - 1939 Oberschreiberhau/Silesia); poet Borsig, Johann Friedrich August (1804 Breslau - 1854 Berlin); entrepreneur Chamisso, Adelbert v. (1781 Boncourt/Champagne - 1838 Berlin); poet Chodowiecki, Daniel (1726 Danzig - 1801 Berlin); painter and engraver Comenius, Johann Amos

89. Biografieën Van Beroemde Wiskundigen
    Biografieën. Vanaf oktober 1998 schrijf ik voor iedere editie van de VolgensBartjens, het periodiek van de Nijmeegse wiskundestudievereniging  
    http://www-math.sci.kun.nl/medewerkers/grooten/biografieen/
    
    Extractions: Vanaf oktober 1998 schrijf ik voor iedere editie van de Volgens Bartjens , het periodiek van de Nijmeegse wiskunde-studievereniging Desda Mijn bedoeling is om de levens van de wiskundigen te beschrijving in circa vier A4-tjes, met de nadruk op hun persoonlijke leven, zodat het ook voor niet-wiskundigen interessant leesvoer is. Dit leven wil ik zowel in een wiskundige als in een historische context plaatsten, omdat dit vaak essentieel deel uitmaakt van de levensbeschrijvingen. De stukjes zijn niet-wetenschappelijk, in de zin Op dit moment is van de volgende wiskundigen een biografie op deze pagina te vinden: Niels Henrik Abel MacTutor bekijken waar van ruim 1200 wiskundigen een biografie staat. Hier staan ook veel wiskundigen uit andere tijden. Dank ben ik verschuldigd aan een ieder die mijn stukjes gelezen heeft en die me heeft aangespoord ermee door te gaan. Bijzondere dank voor de redactie van de Volgens Bartjens, niet alleen voor het steeds plaatsen van mijn stukjes, maar ook voor het verbeteren van de vele spel- en stijlfouten in de stukjes.

90. Livres Numérisés / Digitalized Books : Bibliothèque Nationale De France, Cornell
    Translate this page LiNuM, Livres Numérisés Mathématiques Cellule MathDoc. Bibliothèquenationale de France - Collection Gallica. Cornell University  
    http://mathdoc.emath.fr/LiNuM/index_au.html
    
    Extractions: Cellule MathDoc Bibliothèque nationale de France - Collection Gallica Cornell University Library Digital Math Books Collection Michigan University Library Making of America and Historical Math Collection Göttinger Digitalisierungszentrum Mathematica Abat, Bonaventure Allman, George Johnston ... von Lilienthal, Reinhold

91. UGUR MATEMATIK KULÜBÜ
    ÜYE MENÜSÜ, Anonim Nickname Sifre Üye Olmak Istiyorum SifremiUnuttum Siteye Ekleyin Seç -.  
    http://www.matematikkulubu.org/

92. ¾ÆÀÌÁ¨½´Å¸ÀÎ
    The summary for this Korean page contains characters that cannot be correctly displayed in this language/character set.  
    http://my.netian.com/~ssy2257/mat-m/043.htm
    
    Extractions: µ¶ÀÏÀÇ ¼öÇÐÀÚ. º£¸¦¸° Ãâ»ý. Áý¾ÈÀÌ °¡³­ÇÏ¿©, ÇÁ·ÎÀ̼¾ ¿Õ½ÇÀÇ ºñÈ£·Î ¼öÇÐÀ» °øºÎÇÏ¿´´Ù. Àþ¾úÀ» ¶§ºÎÅÍ Àç»ç(î¦ÞÍ)·Î ¼Ò¹®ÀÌ ³ª 1847³â¿¡ º£¸¦¸°´ëÇÐ °­»ç°¡ µÇ¾úÀ¸³ª ¾Æ±õ°Ôµµ ¿äÀýÇÏ¿´´Ù. K.J.¾ßÄÚºñ, P.G.L.µð¸®Å¬·¹, J.½´Å¸ÀÌ³Ê µî°ú ÇÔ²² º£¸¦¸°¿¡ ¼öÇÐ Àü¼º½Ã´ë¸¦ Çü¼ºÇÏ¿© B.¸®¸¸ µî ÁØÀ縦 ¹èÃâÇÏ°Ô ÇÏ¿´´Ù. ½º½ÂÀÎ K.F.°¡¿ì½º´Â ±×¸¦ ¾Æ¸£Å°¸Þµ¥½º, I.´ºÅÏ¿¡ ¹ö±Ý°¡´Â À§´ëÇÑ ¼öÇÐÀÚ·Î ²Å¾Ò´Ù°í ÇÑ´Ù. ªÀº »ý¾Ö¿¡ Á¤¼ö·Ð(ïÚâ¦Öå), ºÒº¯½Ä·Ð(ÝÕܨãÒÖå), Ÿ¿øÇÔ¼ö·Ð µî ¸¹Àº ¶Ù¾î³­ ¾÷ÀûÀ» ³²°åÀ¸¸ç, °ÅµìÁ¦°ö À׿©¿¡ °üÇÑ ¡®¾ÆÀÌÁ¨½´Å¸ÀÎÀÇ »óÈ£¹ýÄ¢¡¯, Á¤¼ö·ÐÀ̳ª Ÿ¿øÇÔ¼ö·Ð¿¡ ¾²ÀÌ´Â ¡®¾ÆÀÌÁ¨½´Å¸ÀÎÀÇ ±Þ¼ö¡¯, À¯¸®Á¤°è¼ö(êó×âïÚÌõâ¦)ÀÇ ´ÙÇ×½ÄÀÇ ±â¾à¼º(Ðþå³àõ)¿¡ °üÇÑ ¡®¾ÆÀÌÁ¨½´Å¸ÀÎÀÇ Á¤¸®¡¯ µî¿¡´Â Áö±Ýµµ ±×ÀÇ À̸§À» ºÙ¿©Á® ÀÖ´Ù.

93. 19¥@¬ö¼w°ê¼Æ¾Ç®a
    The summary for this Chinese (Traditional) page contains characters that cannot be correctly displayed in this language/character set.  
    http://www.dyu.edu.tw/~mfht206/history/19/germany.htm
    
    Extractions: §Æº¸§B¯S(Hilbert David) ¥X¥Í¦~¥N¡G °êÄy¡G ¼w°ê µÛ§@¡G ½×¤å¡m¬Û¹ïªü¨©º¸°ì²z½×¡n¤Î¡m´X¦ó°ò¦¡n ¥Í¥­¡G ¡A1912-1922¦~§Æº¸§B¯S´¿±Mª`©ó²z½×ª«²z»â°ì¡A¨ä¥Ø¼Ð¬O¥Î¤½²z¤Æ¤ß¤âªk¾ã²zªñ¥Nª«²z¾Çªº­«­n³¡ªù¡AÀò±o«Ü¦h¦¨ªG¡C1918¦~¥H«á¡A§Æº¸§B¯Sµo®i¤F¦­´ÁÃö©ó´X¦ó°ò¦ªº¤u§@¡A¨ä¥D­n«ä·Q³Q·§¬A¬°©Ò¿×¡u§Î¦¡¥D¸q­p¹º¡v¡C´£¥X¤Fµý©ú½×¡£©ÎºÙ¤¸¼Æ¾Ç¡¤¡A¦¨¬°¼Æ²zÅ޿褭¤j¥D­n³¡ªù¤§¤@¡C ¸ê®Æ¥X³B¡G ¼Æ¾Ç¥v»P¼Æ¾Ç®a³¯­ZªQ½sµÛ/°ª¶¯¥«/°ª¶¯´_¤å/¥Á74/ ¾¤°Ò¡]Riemann Georg Friedrich Bernhard¡^ ¥X¥Í¦~¥N¡G °êÄy¡G 1826¦~9¤ë17¤é ¥Í¦~ ©ó ¤¦ ¹à ¨© ®æ¡A1866¦~7¤ë20¤é¨ò©ó ·N ¤j §Q °¨ µJ ¹p ´ò ¯`¡C µÛ§@¡G µL ¥Í¥­¡G

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