Geometry.Net - Scientists: Noether Max


Home - Scientists - Noether Max

e99.com Bookstore

Images

Newsgroups

61-80 of 94 Back | 1 | 2 | 3 | 4 | 5 | Next 20

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

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

Instituto Balseiro
Translate this page Había sido alumno de Emmy noether, max Planck, max von Laue, Issai Schur, RichardBecker, Peter Pringsheim, Lise Meitner, Walther Nernst y Albert Einstein
http://www.ib.edu.ar/historia/antecedentes.htm
Emmy Noether
noether, Tochter des Mathematikers max, wurde oft 'der noether' genannt.
http://cip-lxw.physik.uni-siegen.de/noether/
Berühmte Mathematik: Mathematiker > Emmy Noether
Translate this page Emmy noether wurde als erstes Kind von max noether am 23. März 1882in Erlangen geboren. Der Vater max noether war seit 1875 Professor
http://finanz.math.tu-graz.ac.at/~predota/history/mathematiker/noether.html

Extractions: und laden Sie das Dokument neu ('reload')! Hilbert Galois schen Problems, das Auffinden einer algebraischen Gleichung zu einer vorgegebenen Gruppe. . Hier forschten und lehrten Felix Klein und David Hilbert Hilbert Am 14. April starb unerwartet Emmy Noether an den Folgen eines chirurgischen Eingriffes. Kein Brief und keine private Mitteilung deuteten eine Erkrankung an, nichts auf die Absicht, sich einer Operation zu unterziehen.
Emmy Noether
Emmy noether's father max noether was a distinguished mathematicianand a professor at Erlangen. Women were allowed to study at
http://www1.physik.tu-muenchen.de/~gammel/matpack/html/Biographies/Noether_Emmy.

Extractions: Emmy Noether is best known for her contributions to abstract algebra, in particular, her study of chain conditions on ideals of rings. Idealtheorie in Ringbereichen (1921) was of fundamental importance in the development of modern algebra. In this paper she gave the decomposition of ideals into intersections of primary ideals in any commutative ring with ascending chain condition. Lasker (the world chess champion) had already proved this result for polynomial rings. Moderne Algebra in two volumes. The major part of the second volume consists of Noether's work. From 1927 on Noether collaborated with Helmut Hasse> and Richard Brauer in work on non- commutative algebras. She also did important work in the theory of invariants, which led to formulations for several concepts of Einstein 's general theory of relativity. From a physics perspective, Emmy Noether's most famous accomplishment is what is sometimes referred to as Noether's Theorem , which proves a relationship between symmetries in physics and conservation principles.
The Mother Of Abstract Algebra (Emmy Noether)
of four children. Her father, max noether, was a professor of Mathematicsat the University of Erlangen. Initially her interests
http://www.mathnews.uwaterloo.ca/BestOf/WomenInMath6906.html

Extractions: Of all of the women mathematicians, Emmy Noether is generally the best known. Often described as a loving, intelligent woman, she was impressive by many standards. She was faced with gender issues and political tensions in her lifetime, but her passion for mathematics remained strong. Amalie `Emmy' Noether was born in Erlangen Germany on March 23, 1882 and was the eldest of four children. Her father, Max Noether, was a professor of Mathematics at the University of Erlangen. Initially her interests were mainly languages, and upon graduation of high school she became eligible to teach French and English at a school for young girls. However, when she was 18 she became interested in mathematics. She was not allowed to enroll at the University at the time, because she was a woman. She was able to audit classes, and she did so for two years at the Universities of Erlangen and Gottingen. She worked closely with Paul Gordon, a friend at the University. Under his supervision, she wrote her doctoral thesis: On Complete Systems of Invariants for Ternary Biquadratic Forms . In 1907 she was granted a doctorate at Erlangen. After Gordon's retirement, she began to work with the algebraists Ernst Fischer and Erhard Schmidt on the topic of finite relational and integral bases. Around this time she periodically substituted for her father at the University.
No Title
Emmy's vader max noether * werd in 1844 in Mannheim geboren. Opzijn veertiende kreeg hij polio, met als gevolg dat hij de rest
http://www-desda.sci.kun.nl/home/~grooten/wiskunde/noether/

Extractions: Hoewel de verhoudingen binnen de huidige generatie studenten het tegendeel bewijzen, wordt de wiskunde altijd nog gezien als een mannenwetenschap. Vrouwen en wiskunde wordt meestal gezien als een bijzondere combinatie. Zo bevindt het boek Men of Mathematics , met levensbeschrijvingen van veel grote (mannelijke) wiskundigen, zich in de universiteitsbibliotheek van Nijmegen bij de afdeling wiskunde, het boek Women of Mathematics bevindt zich in de kast bij sociale wetenschappen. Dit heeft natuurlijk te maken met het feit dat het vrouwen jarenlang zeer moeilijk is gemaakt wiskunde te bedrijven, laat staan dat ze een leidende rol konden spelen in de wiskunde. Er bestaan echter een paar uitzonderingen, zoals Sophie Germain, Sophia Kowaleskaya en vooral Emmy Noether, die met recht de beste vrouwelijke wiskundige ooit kan worden genoemd. Emmy's vader Max Noether en Cremona , Klein en Hilbert Het jaar erop keerde Noether echter weer terug naar Erlangen, omdat het daar nu voor vrouwelijke studenten mogelijk was geworden examens te doen. Drie jaar later, in 1907, studeerde ze af bij Paul Gordan met een scriptie getiteld
Biographie: Emmy Noether, 1882-1935
Translate this page Mathematikerin. 1882 23. März Amalie Emmy noether wird in Erlangen als Tochterdes Mathematikers max noether und seiner Frau Ida (geb. Kaufmann) geboren.
http://www.dhm.de/lemo/html/biografien/NoetherEmmy/
The Laws List: N
noether theorem (noether) A theorem which demonstrates that symmetries are what givesrise to conserved quantities Erik max Francis TOP Welcome to my homepage
http://www.alcyone.com/max/physics/laws/n.html

Extractions: Laws N A to null experiment Jump links. A B C D ... Z N. N A See Avogadro constant N L See Loschmidt constant negative feedback principle The idea that in a system where there are self-propagating circumstances, those new circumstances tend to act against previously existing circumstances. Such a principle is really a restatement of a conservation law Example Lenz's law newton; N ( after Sir I. Newton, 1642-1727) The derived SI unit of force, defined as the force required to give a mass of 1 kg an acceleration of 1 m s ; it thus has units of kg m s Newton's law of universal gravitation (Sir I. Newton) Two bodies attract each other with equal and opposite forces; the magnitude of this force is proportional to the product of the two masses and is also proportional to the inverse square of the distance between the centers of mass of the two bodies; mathematically, F G m M r e where m and M are the masses of the two bodies, r is the distance between. the two, and e is a unit vector directed from the test mass to the second. Newton's laws of motion (Sir I. Newton)
Hall Of Fame
Translate this page Riemann, Bernhard, Werke. Hrsg. (1876) Weber, Heinrich / Dedekind, Richard.Hrsg. (1902 / Nachträge) noether, max / Wirtinger, Wilhelm.
http://www.weiss-leipzig.de/teubner-hall-of-fame-1845-bis-2000.htm
Jewish Mathematicians
noether; max noether; Donald Ornstein; Alexander Ostrowski;Moritz Pasch; Rózsa Péter; Ralph Phillips; Ilya Piatetski-Shapiro;
http://www.jinfo.org/Mathematics_Comp.html

Extractions: JEWISH MATHEMATICIANS SHORT LIST COMPREHENSIVE LIST Naum Akhiezer A. Adrian Albert Vladimir Arnold Siegfried Aronhold Giulio Ascoli Reinhold Baer Hyman Bass Paul Bernays Stefan Bergman Felix Bernstein Sergei Bernstein Lipman Bers Abram Besicovitch Max Black Spencer Bloch Salomon Bochner Harald Bohr Carl Borchardt Raoul Bott Richard Brauer Felix Browder William Browder Eugenio Calabi Georg Cantor Moritz Cantor Guido Castelnuovo Gregory Chaitin Herman Chernoff Paul Cohen Richard Courant Luigi Cremona George Dantzig Martin Davis Max Dehn Persi Diaconis Joseph Doob Vladimir Drinfeld Aryeh Dvoretsky Eugene (Evgenii) Dynkin Leon Ehrenpreis Samuel Eilenberg Albert Einstein Gotthold Eisenstein Federigo Enriques Gino Fano Herbert Federer Charles Fefferman Georg Feigl Walter Feit Michael Fekete William Feller Adolph Fraenkel Philipp Frank Michael Freedman Hans Freudenthal Avner Friedman Guido Fubini Lazarus Fuchs Hillel Furstenberg David Gale Boris Galerkin Izrail Gelfand Alexandr Gelfond Israel Gohberg Paul Gordan Daniel Gorenstein Mikhael Gromov Marcel Grossmann Alexander Grothendieck Jacques Hadamard Hans Hahn
LEBEN1
Translate this page geb. Kaufmann, und max noether, Mathematiker, Doktor der Philosophieund Professor an der Universität Göttingen, auf. Emmy besuchte
http://www.eg-bamberg.de/leben2.htm

Extractions: Am 3. März 1882 wird Amalie Emmy Noether in Erlangen geboren. Sie wuchs als erstes Kind der jüdischen Eltern Ida Amalia, geb. Kaufmann, und Max Noether, Mathematiker, Doktor der Philosophie und Professor an der Universität Göttingen, auf. Emmy besuchte im Alter von sieben bis fünfzehn Jahren die städtische "Höhere Töchterschule" in Erlangen, in der Deutsch, Mathematik und Französisch gelehrt wurden. Wie alle "höheren Töchter" wurde ihr Klavierunterricht erteilt, der ihr aber weniger lag, genauso wie die Hausarbeit, die ihr auch noch später, Erzählungen nach, eher zur Last fiel. Im Gegensatz dazu zeigte Emmy Noether sehr viel Interesse und Begabung in den Fremd - sprachen Englisch und Französisch, denen sie auch noch nach der Schulzeit viel Zeit widmete. Mit achtzehn Jahren meldete sie sich zu den bayerischen Staatsprüfungen für Lehrerinnen der französischen und englischen Sprache in Ansbach an. Sie bestand die Prüfungen mit der Hauptnote sehr gut und war nun berechtigt an "weiblichen Erziehungs- und Unterrichtsanstalten" die neueren Fremdsprachen zu unterrichten.
MCS - Pure Maths Seminars And Reading Groups, 1998-1999.
generated by elements of degree at most $m$ and let $\beta_F(G)= max\{ \beta(V ofcharacteristic zero, then due to a classical result of Emmy noether, one has
http://www.mcs.le.ac.uk/seminars/pure/archive/Pure98-99.html
Frauen In Der Mathematik: Emmy Noether
Translate this page Kindern. Ihre Eltern waren der Mathematiker max noether und seineFrau Ida, geborene Kaufmann, beide jüdischer Abstammung. Ihr
http://www.chantal-keller.de/frauen/noether.html

Extractions: Noethers Ausbildung war typisch für eine "höhere Tochter": Schulbesuch bis zum Alter von fünfzehn, Klavierstunden, Lektionen über Haushaltsführung. Doch sie wollte studieren, was zur damaligen Zeit nur sehr begrenzt möglich war: Um 1900 ließen deutsche Universitäten Frauen nur als Gasthörer zu, und auch das nur mit besonderer Erlaubnis der Vorlesenden. So besuchte Noether von 1900 bis 1904 als Hospitantin Vorlesungen (u.a. bei D. Hilbert, F. Klein, H. Minkowski) in Erlangen und Göttingen, bevor 1904 in Erlangen Frauen zur Immatrikulation zugelassen wurden. 1908 promovierte Noether summa cum laude Emmy Noether: Gesammelte Abhandlungen. Springer-Verlag 1983
Emmy Noether - Wikipedia
noether.jpg Her father max noether was a distinguished mathematicianand a professor at Erlangen. She did not show any early precocity
http://www.wikipedia.org/wiki/Emmy_Noether

Extractions: Main Page Recent changes Edit this page Older versions Special pages Set my user preferences My watchlist Recently updated pages Upload image files Image list Registered users Site statistics Random article Orphaned articles Orphaned images Popular articles Most wanted articles Short articles Long articles Newly created articles Interlanguage links All pages by title Blocked IP addresses Maintenance page External book sources Printable version Talk Other languages: Deutsch Polski From Wikipedia, the free encyclopedia. Emmy Noether March 23 April 14 ) was a very talented mathematician of the early 20th century , with penetrating insights that she used to develop elegant abstractions which she formalized beautifully. She made very significant contributions to mathematics and theoretical physics. In mathematics, she worked in the theory of invariants and non-commutative algebras . In physics, she arrived at a very crucial and beautiful result known as the Noether's theorem , which translated statements of invariance with respect to generalized transformations of physical systems, called symmetries by physicists, into
NOETHER.NET
noether. The only thing I know about her family is her fathers name max noether. I cannot provide any information on her person.
http://www.noether.net/english.html

Extractions: Adolf Noether was an artist of fine art. He lived from 1855 to 1943 in Saxony/Germany (see reference-site ). Most of his work are aquarel paintings and publications for industrial purposes such as advertisments and greeting cards. He illustrated landscapes, fruits, still life objects and others (see reference-site Some inquiries are related to a woman named Emmy (Emmilia Amalie) Noether. She is a person well known for her efforts and findings on the field of mathematics and physics. She invented a special theorem. To my knowledge Emmy Noether doesn't stand in any relationship to Adolf Noether . The only thing I know about her family is her fathers name - Max Noether. I cannot provide any information on her person.
Directorio - Historia
Translate this page on ideals of rings, father was max noether. noether, max (1844-1921)One of the leaders of nineteenth century algebraic geometry.
http://www.satd.uma.es/matap/svera/links/matnetg12.html

Extractions: Matemáticos Restaurar marco Añade tu web Anterior Home ... Siguiente en todo el directorio Dmoz sólo en Matemáticas/Matemáticos Top Directorio Español: Matemáticas Matemáticos Descripción Genéricas: Específicas: Esta categoría en otros idiomas: Inglés Historia de Matemáticos Famosos - Realizado por la Universidad de Santiago de Chile. Abel, Niels Henrik - Matemático noruego (1802 - 1829). Aitken, Alexander - Matemático neocelandés (1895 - 1967). Al-Khwarizmi - Realizado por la gacetilla matemática de Sevilla. Anaxágoras de Clazomenae - (499 - 428 AC). Apolonio de Perga - (262? - 190? AC) Arquímedes de Siracusa - (287 - 212 AC). Barrow, Isaac - Matemático inglés (1630 - 1677). Berkeley, George - Matemático irlandés (1685 - 1753). Bernouilli, Daniel Bernouilli, Jacob (Jacques) - Matemático suizo (1654 - 1705). Bernouilli, Johann (II)
A. Emmy Noether
oldest child. Her father, max noether, a noted mathematician himself,was a professor at the University of Erlangen. She studied
http://www.math.ukans.edu/~engheta/bio/noether.html

Extractions: Amalie Emmy Noether (1882-1935) was born on March 23, 1882, in Erlangen, Germany, the oldest child. Her father, Max Noether, a noted mathematician himself, was a professor at the University of Erlangen. She studied mathematics and foreign languages at Erlangen from 1900 to 1902. summa cum laude . Her thesis was on algebraic invariants. In 1915, on Hilbert's Hilbert's name. She applied her invariant theoretic knowledge on problems considered by Hilbert and Klein. Hilbert Influenced by Hilbert's axiomatization of Euclidean geometry, Noether became interested in an abstract axiomatic approach to ring theory. Between 1922 and 1926, she published a series of papers focusing on "the general theory of ideals". In her paper "Abstract construction of ideal theory in the domain of algebraic number fields", published in 1926, she characterized rings in which every ideal is uniquely expressed as a product of prime ideals. This is analogous to Euclid's fundamental theorem of arithmetic. Two of the generalized structures she associated with ideals are the "group" and the "ring". She introduced the present-day definition of a ring in her paper, "Theory of ideals in a ring", published in 1921. She showed that the ascending chain condition is important to ideal theory. She introduced the concept of a primary ideal and proved that in a commutative ring satisfying the ascending chain condition, every ideal can be expressed as an intersection of primary ideals. In 1932, while working on non commutative rings in linear algebra with Richard Brauer and Helmut Hasse, she proved that every simple algebra over an ordinary algebraic number field is cyclic. From 1932 to 1934, she worked on non commutative algebras by means of cross products.
Emmy Noether
Emmy noether. Her father max noether was a distinguished mathematicianand a professor at Erlangen. Originally, her aim was to become
http://www.hsu.edu/faculty/worthf/mathematicians/Noether/tsld002.htm
Excite France - Répertoire - Mathematicians
46. noether, max (18441921), One of the leaders of nineteenth century algebraicgeometry. http//history.math.csusb.edu/Mathematicians/noether_max.htm l. 47.
http://www.excite.fr/directory/Science/Math/Mathematicians
R T SECTION INFORMATION NOTES FACTSHEETS FORSCHUNGSNOTIZEN
Information on the Emmynoether-Programme is also available on the Internet at http//www.dfg.de/foerder/formulare IV.International max Planck Research Schools.
http://www.britischebotschaft.de/en/embassy/r&t/notes/rt-fs017_OverviewofGermanB

Extractions: Factsheet No. 03.017 Date 23 January 2003 Summary By Ursula Roos Overview of German Brain Gain Initiatives I. Wolfgang Paul and Sofja Kovalevskaja Awards by the Humboldt Foundation In early 2001, the Federal Government allocated a total of Euro 87 million for two new initiatives to attract the best brains to Germany. Both programmes are being administered by the Alexander von Humboldt Foundation, a private, non-profit organisation dedicated to the promotion of international scientific collaboration. The annual budget of the Alexander von Humboldt Foundation is an estimated Euro 50 million. I.1. Wolfgang Paul Awards to attract internationally renowned scientists http://www.avh.de/en/aktuelles/presse/pn_archiv_2001/2001_38.htm I.2. The Sofja Kovalevskaja Awards to attract young postdoctoral scientists The Sofja Kovalevskaja Award aimed to attract excellent young scientists from abroad to Germany. More than Euro 21.5 million have been earmarked for this programme for the period 2001-2003. The programme provides awards of up to Euro 1.12 million to scientists of up to 35 years of age to set up their own independent research groups at a university or non-university research institute in Germany. Sofja Kovalevskaja Awards cover the salary of the team leader, additional personnel costs, equipment and consumables. Up to 20 winners were chosen in two selection rounds in July and September 2001. An English-language press release about the winners of the Sofja Kovalevskaja Awards is available on the Internet at

A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

61-80 of 94 Back | 1 | 2 | 3 | 4 | 5 | Next 20