Gotthold Eisenstein Gotthold Eisenstein. Wegens werkzaamheden is deze pagina nog niet te bekijken.Binnenkort is deze biografie weer online. Excuses voor het ongemak. http://www-math.sci.kun.nl/medewerkers/grooten/biografieen/eisenstein.shtml
Mathematiker In Berlin (17.-20. Jahrhundert) Translate this page eisenstein gotthold Friedrich Max 1823-1852, Frobenius Ferdinand Georg 1849-1917,Feigl Georg 1890-1945, Frobenius Ferdinand Georg 1849-1917, Fuchs Immanuel http://www.math.fu-berlin.de/~begehr/buch/mathematicians.html
Ferdnand Gotthold Eisenstein Resumos de biografias de personalidades da historia da humanidade artistas, cientistas, engenheiros, escritores, governos, inventores, medicos, etc. http://www.sobiografias.hpg.com.br/FerdnGot.htm
Extractions: Ferdnand Gotthold Max Eisenstein Gauss Johan Konstantin Eisenstein e Helene Pollack Euler e Lagrange . Passou a estudar com Dirichlet Hamilton paper de Abel Schellbach , na Universidade de Berlim (1843-1844). Apoiado por Alexander von Humboldt publicou 23 papers e dois problemas no Jornal de Crelle Moritz Stern Kummer Jacobi . Tornou-se lecture Gauss Dirichlet Figura copiada do site TURNBULL WWW SERVER:
Encyclopædia Britannica bound volumes. Visit Britannica Store, Encyclopædia Britannica, eisenstein,Ferdinand gotthold Max Encyclopædia Britannica Article. http://www.britannica.com/eb/article?eu=32721
Bibliography Biermann, KurtR. 1964. gotthold eisenstein. Die wichtigsten Daten seines Lebens und Wirkens. http://www.rzuser.uni-heidelberg.de/~proquet2/bib.html
Eisenstein Ferdinand gotthold Max eisenstein. gotthold eisenstein's father wasJohan Konstantin eisenstein and his mother was Helene Pollack. http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Eisenstein.html
Extractions: Gotthold Eisenstein 's father was Johan Konstantin Eisenstein and his mother was Helene Pollack. The family was Jewish but before Gotthold, who was their first child, was born they had converted from Judaism to become Protestants. Their family were not well off, for Johan Eisenstein, after serving in the Prussian army for eight years, found it hard to adjust to a steady job in civilian life. Despite trying a variety of jobs he did not find a successful occupation for most of his life, although towards the end of his life things did go right for him. Eisenstein suffered all his life from bad health but at least he survived childhood which none of his five brothers and sisters succeeded in doing. All of them died of meningitis, and Gotthold himself also contracted the disease but he survived it. This disease and the many others which he suffered from as a child certainly had a psychological as well as a physical effect on him and he was a hypochondriac all his life. His mother, Helene Eisenstein, had a major role in her son's early education. He wrote an autobiography when about two years old and in it he describes the way that his mother taught him the alphabet when he was a child, associating objects with each letter to suggest their shape, like a door for O and a key for K. He also describes his early talent for mathematics in these autobiographical writings (see for example [1]):-
Eisenstein Biography of gotthold eisenstein (18231852) gotthold eisenstein's father was Johan Konstantin eisenstein and his mother was Helene Pollack. http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Eisenstein.html
Extractions: Gotthold Eisenstein 's father was Johan Konstantin Eisenstein and his mother was Helene Pollack. The family was Jewish but before Gotthold, who was their first child, was born they had converted from Judaism to become Protestants. Their family were not well off, for Johan Eisenstein, after serving in the Prussian army for eight years, found it hard to adjust to a steady job in civilian life. Despite trying a variety of jobs he did not find a successful occupation for most of his life, although towards the end of his life things did go right for him. Eisenstein suffered all his life from bad health but at least he survived childhood which none of his five brothers and sisters succeeded in doing. All of them died of meningitis, and Gotthold himself also contracted the disease but he survived it. This disease and the many others which he suffered from as a child certainly had a psychological as well as a physical effect on him and he was a hypochondriac all his life. His mother, Helene Eisenstein, had a major role in her son's early education. He wrote an autobiography when about two years old and in it he describes the way that his mother taught him the alphabet when he was a child, associating objects with each letter to suggest their shape, like a door for O and a key for K. He also describes his early talent for mathematics in these autobiographical writings (see for example [1]):-
References For Eisenstein References for gotthold eisenstein. Biography Articles W Ahrens, gottholdeisenstein, Deutsche allgemeine Zeitung 177 (1923). KR http://www-gap.dcs.st-and.ac.uk/~history/References/Eisenstein.html
Extractions: W Ahrens, Gotthold Eisenstein, Deutsche allgemeine Zeitung K R Biermann, Die Briefe A v Humbolds an F G M Eisenstein, Alexander von Humboldt Gedenkschrift (Berlin, 1959), 117-159. K-R Biermann, Gotthold Eisenstein : Die wichtigsten Daten seines Lebens und Wirkens, J. Reine Angew. Math. H M Edwards, Kummer, Eisenstein, and higher reciprocity laws, in Number theory related to Fermat's last theorem (Boston, Mass., 1982), 31-43. R C Laubenbacher, Gauss, Eisenstein, and the "third" proof of the quadratic reciprocity theorem, The Mathematical intelligencer S J Patterson, Eisenstein and the quintic equation, Historia Mathematica N Schappacher, Gotthold Eisenstein, in Mathematics in Berlin (Berlin, 1998), 55-60. J Stillwell, Eisenstein's footnote, The Mathematical intelligencer Wiss. Z. Humboldt-Univ. Berlin Math.-Natur. Reihe
Ferdinand Gotthold Max Eisenstein gotthold eisenstein suffered all his life from bad health, but at least he survivedchildhood which none of his 5 brothers and sisters succeeded in doing. http://www.stetson.edu/~efriedma/periodictable/html/In.html
Extractions: Gotthold Eisenstein suffered all his life from bad health, but at least he survived childhood which none of his 5 brothers and sisters succeeded in doing. His mother had a major role in her son's early education. He also showed a considerable talent for music from a young age and he played the piano and composed music throughout his life. When he was about 10, his parents sent him to Cauer Academy in Charlottenburg. When he was 14 years old, Eisenstein entered the Friedrich Wilhelm Gymnasium to complete his schooling. His mathematical talents were recognized by his teachers as soon as he entered the Gymnasium, and his teachers gave him every encouragement. However, he soon went well beyond the school syllabus in mathematics, and from the age of 15 he was buying books to study on his own. He began by learning the differential and integral calculus from the works of Euler and Lagrange. By the time he was 17, although he was still at school, he began to attend lectures by Dirichlet and other mathematicians at the University of Berlin. He became familiar with applied technology and science, which aroused his interest in mathematics even more. Hamilton gave him a copy of a paper that he had written on Abel's work, which further stimulated Eisenstein to begin research in mathematics. Eisenstein enrolled at the University of Berlin in 1843, and the following year he submitted to the Berlin Academy a paper on cubic forms with two variables. He was working on a variety of topics at this time. Eisenstein published 23 papers and 2 problems in 1844. Even Gauss was impressed with his work.
References For Eisenstein References for the biography of gotthold eisenstein W Ahrens, gotthold eisenstein, Deutsche allgemeine Zeitung 177 (1923). http://www-groups.dcs.st-and.ac.uk/history/References/Eisenstein.html
Extractions: W Ahrens, Gotthold Eisenstein, Deutsche allgemeine Zeitung K R Biermann, Die Briefe A v Humbolds an F G M Eisenstein, Alexander von Humboldt Gedenkschrift (Berlin, 1959), 117-159. K-R Biermann, Gotthold Eisenstein : Die wichtigsten Daten seines Lebens und Wirkens, J. Reine Angew. Math. H M Edwards, Kummer, Eisenstein, and higher reciprocity laws, in Number theory related to Fermat's last theorem (Boston, Mass., 1982), 31-43. R C Laubenbacher, Gauss, Eisenstein, and the "third" proof of the quadratic reciprocity theorem, The Mathematical intelligencer S J Patterson, Eisenstein and the quintic equation, Historia Mathematica N Schappacher, Gotthold Eisenstein, in Mathematics in Berlin (Berlin, 1998), 55-60. J Stillwell, Eisenstein's footnote, The Mathematical intelligencer Wiss. Z. Humboldt-Univ. Berlin Math.-Natur. Reihe
Gotthold Eisenstein gotthold eisenstein. Wegens werkzaamheden is deze pagina nog niet te bekijken. http://www.sci.kun.nl/desda/home/~grooten/biografieen/eisenstein.shtml
Bibliography Biermann, KurtR. 1964. gotthold eisenstein. Die wichtigsten Daten seines Lebens und Wirkens. http://www.rzuser.uni-heidelberg.de/~proquet2/HINTbib.html
OEUVRES Translate this page Eilenberg, Samuel, Eilenberg-Mac Lane collected works (1986). eisenstein, gotthold,Mathematische Werke Vol. eisenstein, gotthold, Mathematische Werke Vol. http://www.iecn.u-nancy.fr/~eguether/bibliotheque/MotCle/node9.html
Extractions: suivant: PHILOSOPHIE monter: MotCle HISTOIRE Abel, Niels Henrik Abel, Niels Henrik Artin, Emil The collected papers of Emil Artin (1965) Atiyah, Michael Collected works Vol. 1 (1988) Atiyah, Michael Collected works Vol. 2 (1988) Atiyah, Michael Collected works Vol. 3 (1988) Atiyah, Michael Collected works Vol. 4 (1988) Atiyah, Michael Collected works Vol. 5 (1988) Badrikian, Albert Oeuvres scientifiques (1990) Banach, Stefan Oeuvres Vol. 2 (1979) Bellman, Richard E. The Bellman continuum (1986) Bernoulli, Jakob Die Werke von Jakob Bernoulli Vol. 1 (1969) Bishop, Errett Selected papers (1986) Bochner, Salomon Selected mathematical papers of Salomon Bochner (1969) Bolzano, Bernard Bernard Bolzano's Schriften Vol. 1 (1930) Borel, Armand Oeuvres Vol. 1 (1983) Borel, Armand Oeuvres Vol. 2 (1983) Borel, Armand Oeuvres Vol. 3 (1983) Borel, Armand Oeuvres Vol. 4 (2001) Borel, Emile Oeuvres de Emile Borel Vol. 1 (1972) Borel, Emile Oeuvres de Emile Borel Vol. 2 (1972) Borel, Emile Oeuvres de Emile Borel Vol. 3 (1972) Borel, Emile Oeuvres de Emile Borel Vol. 4 (1972)
Eisenstein Portrait Portrait of gotthold eisenstein gotthold eisenstein. JOC/EFR August 2001 http://www-history.mcs.st-and.ac.uk/history/PictDisplay/Eisenstein.html
(AUTO)BIOGRAPHIE Translate this page Dhombres, Jean, Joseph FOURIER 1768-1830 (1998). Diagne, Souleymane B, Boole1815-1864 (1989). eisenstein, gotthold, Mathematische Werke Vol. 1 (1989). http://www.iecn.u-nancy.fr/~eguether/bibliotheque/MotCle/node3.html
Extractions: suivant: CAPES et CAPESA monter: MotCle AGREGATION Inventeurs et scientifiques. Dictionnaire de biographies. (1994) Akivis, M. A. Elie Cartan (1869-1951) (1993) Alexanderson, Gerald L. The random walks of George Polya (2000) Artin, Emil The collected papers of Emil Artin (1965) Atiyah, Michael Francis Collected works Vol. 1 (1988) Oeuvres scientifiques (1990) Belhoste, Bruno Cauchy 1789-1857 (1985) Bellman, Richard E. The Bellman continuum (1986) Bishop, Errett Selected papers (1986) Borel, Armand Oeuvres Vol. 1 (1983) Bottazzini, Umberto Brelot, Marcel Cantor, Georg Georg Cantor gesammelte Abhandlungen (1962) Cardan 1501-1576 (1991) Calaprice, Alice The expanded quotable Einstein (2000) Casacuberta, Carles Mathematical research today and tomorrow (1992) Cartan, Henri Oeuvres Vol. 1 (1979) Nicolas Bourbaki (1995) Cohen, Morton N. Lewis Carroll (1995) Dale, Andrew I. A history of inverse probability (1991) Dauben, Joseph Warren Abraham Robinson (1995) Delsarte, Jean Oeuvres de Jean Delsarte Vol. 1 (1971) Sonia Kovalevskaia 1850-1891 (1993) Deutsche Mathematike-Vereinigung Ein Jahrhundert Mathematik 1890-1990 (1990) Dugac, Pierre
EISENSTEIN, Ferdinand Gotthold - Www.matematik.dosyasi.com Ferdinand gotthold eisenstein (1823 1852) eisenstein ile Albert Einstein,iyi bilmeyenlerce isimlerinin birbirlerine biraz benzemelerinden dolayi http://user.domaindlx.com/matematikdosyasi/matematikciler/eisenstein.htm
Extractions: MATEMATÝKÇÝLER Ferdinand Gotthold Eisenstein (1823 - 1852) Eisenstein ile Albert Einstein, iyi bilmeyenlerce isimlerinin birbirlerine biraz benzemelerinden dolayý karýþtýrýlýr. Burada sözünü ettiðimiz Eisenstein, baðlýlýk kuramýný bulan Albert Einstein deðildir. Her ikisinin milliyeti de Almandýr. Alman matematikçisi olan ve çok genç yaþta ölen Ferdinand Gotthold Eisenstein, 1823 yýlýnda Berlin'de doðdu. Gauss tarafýndan, "Dünyanýn en büyük matematikçisi" sözcükleri ile tanýtýlan genç, sayýlar kuramý, cebir ve eliptik fonksiyonlar üzerinde çok çarpýcý ve kullanýþlý araþtýrmalar yaptý. 1844 yýlýnda, üçüncü ve dördüncü sýradan ikili þekillerin baþlýca deðiþik biçimlerini inceledi. 1850 yýlýnda, tam katsayýlý çokterimlilerin indirgenemezliði üzerine önemli bir ölçüt ortaya koydu. En önemli çalýþmalarý eliptik fonksiyonlar ve Eisenstein çokterimlileri üzerinedir. 1852 yýlýnda yine doðduðu yerde öldü. Onun yaptýklarý, eliptik fonksiyonlar kuramýnda hala çok sýký kullanýlýr.
EISENSTEIN, Ferdinand Gotthold - Www.matematik.dosyasi.com eisenstein, Ferdinand gotthold (1823 1852) eisenstein ile Albert Einstein,iyi bilmeyenlerce isimlerinin birbirlerine biraz benzemelerinden dolayi http://www.matematikdosyasi.com/matematikciler/eisenstein.htm
References gotthold eisenstein, New York, Chelsea Publ. http://www.math.nmsu.edu/~history/eisenstein/node4.html
Introduction 1800s, for what he called the Fundamental Theorem, were followed by dozens more beforethe century was over, including four given by gotthold eisenstein in the http://www.math.nmsu.edu/~history/eisenstein/node1.html
Extractions: Next: Eisenstein's Proof Up: Eisenstein's Misunderstood Geometric Proof Previous: Eisenstein's Misunderstood Geometric Proof The Quadratic Reciprocity Theorem has played a central role in the development of number theory, and formed the first deep law governing prime numbers. Its numerous proofs from many distinct points of view testify to its position at the heart of the subject. The theorem was discovered by Euler, and restated by Legendre in terms of the symbol now bearing his name, but was first proven by Gauss. The eight different proofs Gauss published in the early 1800s, for what he called the Fundamental Theorem, were followed by dozens more before the century was over, including four given by Gotthold Eisenstein in the years 184445. Our aim is to take a new look at Eisenstein's geometric proof, in which he presents a particularly beautiful and economical adaptation of Gauss' third proof, and to draw attention to all the advantages of his proof over Gauss', most of which have apparently heretofore been overlooked. It is hard to imagine today the sensation caused by Eisenstein when he burst upon the mathematical world. In the autumn of 1843, at age twenty, this self-taught mathematician had barely received his high school certificate and entered the Friedrich-Wilhelms University of Berlin, when he produced a flood of publications, instantly making him one of the leading mathematicians of the early nineteenth century. On July 14, 1844, Gauss wrote to C. Gerling, saying ``I have recently made the aquaintance of a young mathematician, Eisenstein from Berlin, who came here with a letter of recommendation from Humboldt. This man, who is still very young, exhibits
