Scipione Del Ferro del ferro scipione DEL FERRO (14651526) Scipione Del Ferro est né à Bologne en Italie. Durant toute sa carrière, il enseigna les mathématiques dans cette même ville. http://www.mathe.tu-freiberg.de/~hebisch/cafe/delferro.html
Scipione Del Ferro Scipione Del Ferro (14701526) Del Ferro var en italiensk matematiker og plrofessor ved Bolognas universitet i 30 år, og er kjent som oppdageren av tredjegradslikningens løsning. http://home.online.no/~jhatleli/prosjekt/scipione.htm
Del Ferro Scipione Translate this page del ferro scipione DEL FERRO (1465-1526). Scipione Del Ferro est né àBologne en Italie. Durant toute sa carrière http://www.lycee-international.com/travaux/HISTMATH/del_ferro/
Extractions: Liste de Mathématiciens Al Khwarizmi Apollonius de Perge Archimède Argand Jean Bezout Etienne Bombelli Rafaele Boole George Cardano Girolamo Cauchy Augustin Chasles Michel De Moivre Abraham De Morgan Augustus Del Ferro Scipione Descartes René Eratosthene Euclide Fermat Pierre Ferrari Ludovico Fibonacci Leonardo Galois Evariste Gauss Carl Germain Sophie Huygens Christiaan Leibniz Gottfried Pascal Blaise Peano Guiseppe Pythagore Tartaglia Nicolo Viete François Zenon d Elée Del Ferro Scipione
Scipione Del Ferro Scipione del Ferro. Born 6 Bologna, Italy. Scipione del Ferro is sometimesknown as Ferreo, sometimes as Ferro, and sometimes as dal Ferro. http://hem.passagen.se/ceem/scipione.htm
Extractions: Died: 5 Nov 1526 in Bologna, Italy Scipione del Ferro is sometimes known as Ferreo, sometimes as Ferro, and sometimes as dal Ferro. His role in the history of mathematics is an important one and he deserves great credit for solving one of the outstanding ancient problems of mathematics. In one sense he is well known, for his role in solving cubic equations is explained in almost every general work on the history of mathematics ever written, and yet, surprisingly, his name remains relatively unknown. Scipione del Ferro's parents were Floriano and Filippa Ferro. Floriano Ferro was employed in paper making which, because of the invention of printing in the 1450s, became an important trade at this time due naturally to a vastly increased demand for paper. Of Scipione del Ferro's education little is known but it is probable that it was at the University of Bologna which was founded in the 11th century and so was a long established and famous university four hundred years before del Ferro was born. We know that del Ferro was appointed as a lecturer in arithmetic and geometry at the University of Bologna in 1496 and that he retained this post for the rest of his life. However he was not only involved in academic activities for records have survived which show that he was involved in business transactions in the latter part of his life.
I Profili Biografici E - F Translate this page del ferro scipione (1465-1526). Nato e morto a Bologna, ove è statoprofessore all'Università dal 1496 al 1526, Scipione del Ferro http://www.nonsolomatematica.com/profili3.php
References For Ferro References for scipione del ferro. Biography in Dictionary of ScientificBiography (New York 19701990). Books E Bortolotti, La http://www-gap.dcs.st-and.ac.uk/~history/References/Ferro.html
Scipione Del Dal Ferro Ferreo Resumos de biografias de personalidades da historia da humanidade artistas, cientistas, engenheiros, escritores, governos, inventores, medicos, etc. http://www.sobiografias.hpg.ig.com.br/Scipione.html
Extractions: Scipione del ou dal Ferro ou Ferreo Floriano Filippa Ferro Pacioli Hannibal della Nave , que o teria mostrado a e seu assistente Lodovico Ferrari x + mx = n and x = mx + n , com m e n Antonio Maria Fior , um seu ex-aluno, e Nicollo Tartaglia Tartaglia della Nave Ars Magna Pompeo Bolognetti Algebra Bortolotti Bolognetti Cardano e Bombelli
Necropoli Protostorica Della Cultura Di Golasecca Nella Prima Età Del Ferro nel 1824 nel libro "La battaglia del Ticino tra Annibale e scipione". Egli infatti interpretò erroneamente i medesime tombe alla prima età del ferro, sulla base della presenza di http://www.geocities.com/Colosseum/Loge/8501/necgol.htm
Extractions: M.ADELAIDE BIANCHI LA CULTURA DI GOLASECCA La cultura di Golasecca deve il suo nome al luogo dei primi ritrovamenti avvenuti ad opera dell'abate G. B. Giani (1788-1857) sulle colline delle Corneliane, al Monsorino e al Galliasco, nel territorio del comune di Golasecca. Il Giani, eminente studioso locale, ritrovò infatti una cinquantina di tombe con corredi di ceramica e metalli che pubblicò nel 1824 nel libro "La battaglia del Ticino tra Annibale e Scipione". LA NECROPOLI Le nostre conoscenze sulla cultura di Golasecca derivano per lo più dallo studio delle sue necropoli. Nell'area del Ticino il solo rito funebre impiegato era la cremazione, in genere nella forma indiretta. Il defunto era cioè bruciato su un rogo preparato a parte, anche adiacente alla tomba, e le sue ceneri, raccolte dentro un'urna coperta da una ciotola o da pezzi di legno o cuoio, erano poi deposte nella tomba, scavata nella terra.
Ferro scipione del ferro. Born 6 scipione del ferro is sometimes known asFerreo, sometimes as ferro, and sometimes as dal ferro. His role http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Ferro.html
Extractions: Scipione del Ferro is sometimes known as Ferreo, sometimes as Ferro, and sometimes as dal Ferro. His role in the history of mathematics is an important one and he deserves great credit for solving one of the outstanding ancient problems of mathematics. In one sense he is well known, for his role in solving cubic equations is explained in almost every general work on the history of mathematics ever written, and yet, surprisingly, his name remains relatively unknown. Scipione del Ferro's parents were Floriano and Filippa Ferro. Floriano Ferro was employed in paper making which, because of the invention of printing in the 1450s, became an important trade at this time due naturally to a vastly increased demand for paper. Of Scipione del Ferro's education little is known but it is probable that it was at the University of Bologna which was founded in the 11th century and so was a long established and famous university four hundred years before del Ferro was born. We know that del Ferro was appointed as a lecturer in arithmetic and geometry at the University of Bologna in 1496 and that he retained this post for the rest of his life. However he was not only involved in academic activities for records have survived which show that he was involved in business transactions in the latter part of his life.
Ferro Biography of scipione del ferro (14651526) scipione del ferro. Born 6 Feb 1465 in Bologna, Italy http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Ferro.html
Extractions: Scipione del Ferro is sometimes known as Ferreo, sometimes as Ferro, and sometimes as dal Ferro. His role in the history of mathematics is an important one and he deserves great credit for solving one of the outstanding ancient problems of mathematics. In one sense he is well known, for his role in solving cubic equations is explained in almost every general work on the history of mathematics ever written, and yet, surprisingly, his name remains relatively unknown. Scipione del Ferro's parents were Floriano and Filippa Ferro. Floriano Ferro was employed in paper making which, because of the invention of printing in the 1450s, became an important trade at this time due naturally to a vastly increased demand for paper. Of Scipione del Ferro's education little is known but it is probable that it was at the University of Bologna which was founded in the 11th century and so was a long established and famous university four hundred years before del Ferro was born. We know that del Ferro was appointed as a lecturer in arithmetic and geometry at the University of Bologna in 1496 and that he retained this post for the rest of his life. However he was not only involved in academic activities for records have survived which show that he was involved in business transactions in the latter part of his life.
[HM] Del Ferro And Tartaglia Dates By Dave Cohen the following dates for scipione del ferro and Tartaglia scipione del ferro (14651526) Tartaglia (1499-1557) whereas http://mathforum.com/epigone/historia_matematica/jouzalron/p05100300b7e7d59c984c
Extractions: Subject: [HM] del Ferro and Tartaglia dates Author: dcohen@ucla.edu Date: Mon, 8 Oct 2001 15:34:30 -0700 Victor Katz in his book "A History of Mathematcs" (1st ed.) gives the following dates for Scipione del Ferro and Tartaglia: Scipione del Ferro (1465-1526) Tartaglia (1499-1557) whereas Roger Cook in his "The History of Mathematics" gives Scipione del Ferro (1465-1525) Tartaglia (1500-1557) I'm hoping a list member can provide some background or insight into the slight discrepancy. Dave Cohen, Los Angeles The Math Forum
4.1 Scipione Del Ferro (1465 - 1526) (Dejiny Algebry) Ludovico Ferrari (1522 1565) Literatúra. 4.1 scipione del ferro(1465 - 1526). Bolonský matematik, ucitel Mikuláa Kopernika. http://www.matika.sk/zdroje/texty/recenz/Dejalg/Cast4/Part4-1.htm
Extractions: 4.1 Scipione del Ferro (1465 - 1526) Bolonský matematik, uèite¾ Mikuláa Kopernika. Pôsobil najprv na Bolonskej a potom na Benátskej univerzite ako uèite¾ algebry a perspektívy. Objavil postup na rieenie rovnice x + bx = c r (b 0, c ale svoj objav dral v tajnosti. Svoje tajomstvo prezradil iba svojej manelke, svojmu nástupcovi na bolonskej univerzite Annibale della Navé a svojmu benátskemu kolegovi Antonio Maria Fioré Po smrti Scipione del Ferra vyzval Antonio Fioré roku 1530 na verejnú súa poètára de Coita. Súa sa týkala predovetkým rovníc tretieho stupòa. De Coita sa obrátil o pomoc k svojmu kolegovi Niccolovi Fontanovi . Ten mu síce odmietol pomôc, ale vyhlásil, e rovnice typu cubus plus vec sa rovná èíslo vie riei. O tom sa dopoèul Fioré a preto roku 1535 vyzval Fontanu na súa. Fontana túto súa vyhral, lebo nezávisle od Scipiona del Ferro aj on objavil postup na rieenie rovníc tretieho stupòa. Avak rovnako ako vetci èo tento postup poznali, aj Fontana ho dral v tajnosti. A keï sa roku 1542 pozostalos Scipione del Ferra dostala do rúk
Re: [HM] Del Ferro And Tartaglia Dates By Roger Cooke the following dates for scipione del ferro and Tartaglia scipione del ferro (14651526) Tartaglia (1499-1557) whereas http://mathforum.com/epigone/historia_matematica/jouzalron/LPBBJAHPNJPGKPBLMGPPC
Extractions: 4.4 Girolamo Cardano (1501 - 1576) Poèiatky jeho kariéry neboli ¾ahké. Roku 1534 dosiahol, e ho v Miláne zamestnali ako lekára mestského chudobinca. Jeden jeho priate¾ ho doporuèil aj do koly pre chudobných, kde vyuèoval matematiku, astronómiu a zemepis. V tomto roku napísal pojednanie o Euklidových Základoch, Ptolemaiovej Geografii a o jednej geometrickej práci anglického scholastika Sacrobosca (1200 - 1256). Roku 1536 prijal do svojho domu za pomocníka trnásroèného Ludovica Ferrariho , ktorý sa postupne stal jeho iakom a spolupracovníkom, a neskôr to dotiahol a na profesora matematiky Milánskej univerzity. Roku Cardano dokonèil svoju prácu Praktická aritmetika a jednoduché merania . Vtedy sa dopoèul, e Scipione del Ferro, profesor matematiky na univerzite v Bologni, a Niccolo Fontana, poètár z Brescie, objavili postup na rieenie rovnice tretieho stupòa. Ve¾mi túil uvies vo svojej knihe tento výsledok, lebo jeho Praktická aritmetika bola kritikou Summy Luca Pacoliho, ktorý tvrdil, e rieenie rovníc tretieho stupòa je nemoné. Avak Cardano sám nájs rieenie nedokázal, a Fontana nebol ochotný svoje tajomstvo vyzradi. Cardanova kniha preto vyla bez tohto výsledku v roku
Scipione Del Ferro Click here to visit our sponsor scipione del ferro. 1465 1526. Startyour search on scipione del ferro. Other educational search http://www.virtualology.com/virtualpubliclibrary/hallofeducation/Mathematics/Sci
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Ferro scipione dal ferro. Born 6 Feb 1465 in Bologna, Italy Ferrari reports seeing a notebook in del ferro's handwriting where the solution is clearly written down. http://sfabel.tripod.com/mathematik/database/Ferro.html
Extractions: Previous (Alphabetically) Next Welcome page Scipione dal Ferro lectured at Bologna where he was a colleague of Pacioli . Dal Ferro is the first to solve the cubic equation by radicals. He only solved one of the two cases (the fact that and negative numbers were not in use made many distinct cases). He kept his discovery secret and only told his student Fior shortly before his death. Ferrari reports seeing a notebook in del Ferro's handwriting where the solution is clearly written down. References (2 books/articles) References elsewhere in this archive: Tell me about del Ferro's solution of cubic equations Previous (Chronologically) Next Biographies Index
Del Ferro Translate this page scipione del ferro italien, 1465-1526 Mathématicien à Bologne, ilfut le premier algébriste de la Renaissance à s'intéresser http://www.sciences-en-ligne.com/momo/chronomath/chrono1/Ferro.html
Cardan Translate this page Les premiers travaux sur les équations cubiques, dans la recherche de la formulationgénérale d'une solution, reviennent à scipione del ferro et à Nicolo http://www.sciences-en-ligne.com/momo/chronomath/chrono1/Cardan.html
Extractions: italien, 1501-1576 inventeur et astrologue, il Artis magnae sive de regulis algebraicis Al Khwarizmi x + px = q x = px + q x + px = q Scipione del Ferro Tartaglia La formule dite de Cardan Tartaglia Del Ferro Ferrari Bombelli qui en fera usage. C'est que Gauss qui les rebaptisera nombres complexes mais imaginaire Argand : Ferrari population et d'individu Mayer Gauss Laplace Poisson Les = pendant et Descartes Fermat Leibniz Pascal et d'Alembert Cotes William Playfair : Un petit exercice de stat : cardans Rudolff Tartaglia
Histoire33 Translate this page scipione del ferro. scipione del ferro, né le 2 février 1952 à Bologne estquelques fois connu sous le nom de Ferreo ou ferro ou parfois Dal ferro. http://maurice.bichaoui.free.fr/Histoire33.htm
Histoire3 Translate this page Il y rencontra un autre professeur de mathématique scipione del ferro. C'estalors que scipione s'intéressa au problème. scipione del ferro. http://maurice.bichaoui.free.fr/Histoire3.htm
Extractions: L'Histoire des Equations du 3° degré Les Grecs Ils utilisaient une méthode géométrique (intersection de deux coniques) pour résoudre les équations du 3° degré. Ils arrivèrent à la conclusion que les solutions des équations du 3° degré sont les points d'intersection d'une parabole avec une hyperbole. Les Arabes Omar Al Khayyam tenta de résoudre les équations du 3° degré par décomposition et recomposition de cubes; mais ce qui avait été possible deux siècle plus tôt dans le plan avec les équations du 2° degré s'avérait impossible dans l'espace. Devant cette impasse algébrique, il utilisa une autre méthode géométrique pour résoudre les problèmes du 3° degré. La Renaissance Italienne Vers , l'invention de l'imprimerie par Gütemberg fit faire un pas de géant à la propagation des idées... Paccioli Luca En , le moine franciscain Paccioli a imprimé le premier livre d'algèbre intitulé la " Summa ". Il y reprit tous les travaux des Arabes. On y retrouve donc la résolution complète des équations du premier et deuxième degré. Il pensait que les équations du 3° degré étaient insolubles par la méthode algébrique. De il enseigna les mathématiques à l'université de Bologne. Il y rencontra un autre professeur de mathématique : Scipione del Ferro. Il lui fit part de sa conviction sur l'insolubilité des équations du 3° degré. C'est alors que Scipione s'intéressa au problème.
