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Noether Max: more detail

Max Noether by Frederic P. Miller, Agnes F. Vandome, et all 2010-06-27
Max Noether's Theorem
Theorems on algebraic curves in connection with the fundamental theorem of Max Noether (Avhandlinger utgitt av det Norske Videnskaps-Akademi i Oslo. I. Mat.-naturv. klasse, Ny serie) by Olaf M Thalberg, 1962
Algebraists: Max August Zorn, Lodovico Ferrari, Alexander Anderson, Hermann Grassmann, Emmy Noether, Bartel Leendert Van Der Waerden

lists with details

MAX NOETHER
Max Noether (18441921) algebraic geometer. Max Noether was born in Mannheim to a family long engaged in a wholesale hardware business.
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Max Noether
Noether, Max (24.9.1844 13.12.1921) Lexika (Printausgaben) WWW-Informationen. Print-Biographien. Werk. Bibliographien
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Mathematiker Im Heidelberger Gelehrtenlexikon / Max Noether
Heidelberger Gelehrtenlexikon / Dagmar Dr ll. Heidelberg Bd. 2. 1803-1932. - 1986, S. 194 Noether, Max 1870-1875 Phil. Fak. Mathematik
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Noether_Max
Biography of Max Noether (18441921)
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Emmy Noether
Her father was Max Noether, a noted mathematician of his time. Her mother was Ida Amalie, for whom Emmy was named.
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Noether, Max
Noether, Max (18441921) German mathematician who contributed to the development of algebraic geometry and the theory of algebraic functions.
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MAX NOETHER
Max Noether (18441921) algebraic geometer. Max Noether was born in Mannheim toa family long engaged in a wholesale hardware business.
http://faculty.evansville.edu/ck6/bstud/mnoether.html

Extractions: algebraic geometer Max Noether was born in Mannheim to a family long engaged in a wholesale hardware business. At the age of fourteen, he was stricken by polio, but be completed the Gymnasium curriculum through home-study, and on his own, he began studying higher mathematics. He entered the University of Heidelberg in 1865 and received the Ph.D. degree there three years later. After serving on the faculty at Heidelberg for several years, he joined the faculty at the University of Erlangen and was an ordinarius (i.e., full professor) there from 1888 to 1919. In 1880 Max Noether married Ida Amalia Kaufmann. Their daughter Emmy Amalia Noether was born in 1882. Max Noether is remembered as one of the founders of algebraic geometry. To some extent, Emmy Noether extended some of her father's work, and in this connection, Hermann Weyl wrote, Noether's residual theorem was...fitted by Emmy into her general theory of ideals in arbitrary rings. This scientific kinship of father and daughter÷who became in a certain sense his successor in algebra, but stands beside him independent in her fundamental attitude and in her problems÷is something extremely beautiful and gratifying. The father was÷such is the impression I gather from his papers and even more from the many obituary biographies he wrote for the Mathematische Annalen ÷a very intelligent, warm-hearted man of many-sided interests and sterling education.
Noether_Max Portrait
Portrait of Max Noether
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Biografia De Noether, Max
Las figuras clave de la historia. Reportajes. Los protagonistas de la actualidad. Noether, Max (Mannheim, 1844 Erlangen, 1921) Matem tico
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Max Noether - Definition Of Max Noether In Encyclopedia
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http://encyclopedia.laborlawtalk.com/Max_Noether

Extractions: This article is licensed under the GNU Free Documentation License . It uses material from the Wikipedia article "Max_Noether" Browse Max Muller Maxwell-Boltzmann distribution law Max Noether Mayan ... Mayetiola Search Word: General Encyclopedia Legal Medical Computer Science Law Forum Embed a dictionary search in your own web page Link to Us Advertise Add to Favorites ...
Poster Of Noether_Max
Max Noether was one of the leaders of nineteenth century algebraic geometry.
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Person Max Noether
Person Max Noether Teubner an Arnold Sommerfeld, 3. November 1910 Fritz Noether an Arnold Sommerfeld, 23. Mai 1915
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Accademia
noether max. 1911 Erlangen. BUTSCHLI Otto. 1911 Heidelberg. PICARD CharlesÈmile.1912 Paris. BACKLUND Johan Oskar. 1913 Poulkova. RUTHERFORD Ernest
http://www.accademiaxl.it/storia_elencostorico_socistranieri_1901_eng.php

Extractions: MENDELEEV Dimitrij 1901 Peterburg STOKES George Gabriel 1903 Cambridge MITTAG-LEFFLER Gustaf 1904 Stockholm 1906 Paris FISCHER Emil 1907 Berlin DARBOUX Jean-Gaston 1908 Paris RAMSAY William 1908 Paris NOETHER Max 1911 Erlangen BUTSCHLI Otto 1911 Heidelberg 1912 Paris BACKLUND Johan Oskar 1913 Poulkova RUTHERFORD Ernest 1919 Cambridge LANKESTER Edwin Ray 1919 London HALE George 1919 MountWilson,Calif. THOMSON Joseph John 1919 Cambridge JORDAN Camille 1920 Paris GEIKIE Archibald 1921 London LE CHATELIER Henri 1922 Paris MICHELSON Albert 1922 Chicago LORENTZ Hendrich 1922 Amsterdam DESLANDRES Henri 1925 Paris HILBERT David EINSTEIN Albert 1925 Princeton SHERRINGTON Charles Scott 1927 Oxford 1928 Paris BOHR Niels WINOGRADSKY Sergij 1931 Brie-Comte-Robert CARREL Alexis 1938 New York von LAUE Max 1939 Berlin CHAIN Ernst Boris 1949 Roma POURNEAU Ernst 1949 Paris CARTAN Elie Joseph 1949 Paris CONANT James Bryant 1949 Cambridge, Mass. HEYMANS Corneille 1950 Gand Top
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noether max, Max NoetherBorn 24 Sept 1844 in Mannheim, Baden, Germany Died 13 Dec 1921 in Erlangen,
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Noether_Max
Biography of max noether (18441921) max noether suffered an attack of poliowhen he was 14 years old and it left him with a handicap for the rest of
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Noether_Max.html

Extractions: Version for printing Max Noether suffered an attack of polio when he was 14 years old and it left him with a handicap for the rest of his life. He attended the University of Heidelberg from 1865 and obtained a doctorate from there in 1868. After this he lectured at Heidelberg and moved from Heidelberg to a chair at Erlangen where he remained for the rest of his life. Max Noether was one of the leaders of nineteenth century algebraic geometry . He was influenced by Abel Riemann Cayley and Cremona . Following Cremona , Max Noether studied the invariant properties of an algebraic variety under the action of birational transformations. In 1873 he proved an important result on the intersection of two algebraic curves. Nine years later, in 1882, his daughter Emmy Noether was born. Emmy became interested in many similar topics to her father and generalised some of his theorems.
References For Noether_Max
References for the biography of max noether. AW von Brill, max noether,Jahresberichte der Deutschen MathematikerVereinigung 32 (1923), 211-233.
http://www-groups.dcs.st-and.ac.uk/~history/References/Noether_Max.html
Noether_Max
max noetherGöttinger DigitalisierungZentrum / Beiträge von max noether Castelnuovo, G.max noether / G. Castelnuovo, F. Enriques, F. Severi
http://history.math.csusb.edu/Mathematicians/Noether_Max.html

Extractions: Version for printing Max Noether suffered an attack of polio when he was 14 years old and it left him with a handicap for the rest of his life. He attended the University of Heidelberg from 1865 and obtained a doctorate from there in 1868. After this he lectured at Heidelberg and moved from Heidelberg to a chair at Erlangen where he remained for the rest of his life. Max Noether was one of the leaders of nineteenth century algebraic geometry . He was influenced by Abel Riemann Cayley and Cremona . Following Cremona , Max Noether studied the invariant properties of an algebraic variety under the action of birational transformations. In 1873 he proved an important result on the intersection of two algebraic curves. Nine years later, in 1882, his daughter Emmy Noether was born. Emmy became interested in many similar topics to her father and generalised some of his theorems.
Mathematiker Im Heidelberger Gelehrtenlexikon / Max Noether
Translate this page Heidelberger Gelehrtenlexikon / Dagmar Drüll. - Heidelberg Bd. 2. 1803-1932.- 1986, S. 194. noether, max. 1870-1875 Phil. Fak. Mathematik
http://www.ub.uni-heidelberg.de/helios/fachinfo/www/math/hgl/hgl-noether.htm
Noether, Max
noether, max (18441921) his career there and at Erlangen, where he becameprofessor 1888. His daughter Emmy noether became a notable mathematician.
http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/N/NoetherM/1.htm

Extractions: In 1873 he published his one outstanding result, the theorem concerning algebraic curves which contains the 'Noether conditions'. Given two algebraic curves, (x,y) = and (x,y) = 0, which intersect at a finite number of isolated points, the equation of an algebraic curve that passes through all the points of intersection may be expressed as:
Noether, Emmy (Amalie)
noether was born in Erlangen, the daughter of mathematician max noether. Despite arule barring women from university study, she was awarded a doctorate
http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/N/Noether/1.html

Extractions: Noether was born in Erlangen, the daughter of mathematician Max Noether. Despite a rule barring women from university study, she was awarded a doctorate from Erlangen in 1907 for a thesis on algebraic invariants. But as a woman she could not hold a post in the university faculty. She persisted with her research independently and at the request of mathematician David Hilbert Noether first made her mark as a mathematician with a paper 1920 on noncommutative fields (where the order in which the elements are combined affects the result). For the next few years she worked on the establishment and systematization of a theory of ideals, and introduced the concept of primary ideals. After 1927 she returned to the subject of noncommutative algebras, her chief investigations being conducted into linear transformations of noncommutative algebras and their structure.

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