1. 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

Scipione del Ferro Born: 6 Feb 1465 in Bologna, Italy Died: 5 Nov 1526 in Bologna, Italy Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index 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 11 th century and so was a long established and famous university four hundred years before del Ferro was born.

2. 500 Application Error - Free Online Dictionary And Thesaurus . encyclopedia article about Scipione del Ferro. Scipione del Ferro in Free onlineEnglish dictionary, thesaurus and encyclopedia. Scipione del Ferro. http://encyclopedia.thefreedictionary.com/Scipione del Ferro

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3. Scipione Del Ferro Scipione del Ferro. 1465 1526. http://www.virtualology.com/virtualpubliclibrary/hallofeducation/Mathematics/Sci

You are in: Virtual Public Library Hall of Education Mathematics Scipione del Ferro Scipione del Ferro Start your search on Scipione del Ferro Other educational search engines: Ask Jeeves for Kids Britannica.com CyberSleuth Kids Education World ... Yahooligans Unauthorized Site: This site and its contents are not affiliated, connected, associated with or authorized by the individual, family, friends, or trademarked entities utilizing any part or the subject’s entire name. Any official or affiliated sites that are related to this subject will be hyper linked below upon submission and Virtualology's review. 2000 by Virtualology TM . All rights reserved. Virtualology TM Search: About Us e-mail us Now Available in Paperback President Who? Forgotten Founders Click Here Editing Sponsor Editing Sponsors review and select all student work for publishing. To learn more about our editing sponsor program click here. Published Students Primary Secondary College Graduate ... Technical

4. Scipione Del Ferro Click Here. Encyclopedia. Main Page See live article, Scipione del Ferro. Youcan help Wikipedia by expanding it. External Links. Scipione del Ferro. http://www.sciencedaily.com/encyclopedia/scipione_del_ferro

Match: sort by: relevance date Free Services Subscribe by email RSS newsfeeds PDA-friendly format loc="/images/" A A A Find Jobs In: Healthcare Engineering Accounting College Contract / Freelance Customer Service Diversity Engineering Executive Healthcare Hospitality Human Resources Information Tech International Manufacturing Nonprofit Retail All Jobs by Job Type All Jobs by Industry Relocating? Visit: Moving Resources Moving Companies Mortgage Information Mortgage Calculator Real Estate Lookup Front Page Today's Digest Week in Review Email Updates ... Outdoor Living Encyclopedia Main Page See live article Scipione del Ferro Scipione del Ferro February 6 November 5 ), born in Bologna, Italy was a mathematician who is known for his the solution of the cube and things equal to a number, that is: x mx n This article is a stub. You can help Wikipedia by expanding it. External Links Scipione del Ferro Note: The original source of this article can be found on the main Wikipedia Web site. This article is licensed under the GNU Free Documentation License , which means that you can copy and modify it as long as the entire work (including additions) remains under this license. About This Site Editorial Staff Contribute News Advertise With Us Science Daily editor@sciencedaily.com

5. 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/

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 DEL FERRO (1465-1526) x px q et x³ q px . (on ne travaillait autrefois qu’avec des nombres positifs) x px q x px² q x px q Ars magna x x Liste par ordre alphabétique

6. Ferro Translate this page ferro scipione del Ferro. Born 6 Scipione del Ferro is sometimes knownas Ferreo, sometimes as Ferro, and sometimes as dal Ferro. His role http://www.win.it/ricerca/f/ferro.html

Copertina Oroscopo CHAT Bacheca ... Ricerca : Le ultime parole cercate Index a b c ... z Premi CTRL e D insieme antrace - ferro ... carbonchio si combatte col ferro da stiro ... ferro ... antrace ... La ricerca su ferro ha portato al risultato antrace carbonchio si combatte col ferro da stiro ferro carbonchio si combatte col ferro da stiro www.publiweb.it/service/antrace.html - 21k - non me lo so spiegare video - ferro ... non me lo so spiegare video on line di tiziano ferro ... ferro ... non me lo so spiegare video ... La ricerca su ferro ha portato al risultato non_me_lo_so_spiegare_video non me lo so spiegare video on line di tiziano ferro ferro non me lo so spiegare video on line di tiziano ferro www.publiweb.it/service/non_me_lo_so_spiegare_video.html - 21k - non me lo spiegare video - ferro ... non me lo so spiegare video on line di tiziano ferro ... ferro ... non me lo spiegare video ... La ricerca su ferro ha portato al risultato non_me_lo_spiegare_video non me lo so spiegare video on line di tiziano ferro ferro non me lo so spiegare video on line di tiziano ferro www.publiweb.it/service/non_me_lo_spiegare_video.html - 21k -

7. Biography-center - Letter F .edu/invent/www/inventorsAH/ferris.html. ferro, scipione del. www-history.mcs.st-and.ac.uk/~history/ Mathematicians/ferro.html. Fesler, Wesley E http://www.biography-center.com/f.html

Visit a random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish F 450 biographies www-history.mcs.st-and.ac.uk/~history/Mathematicians/Faa_di_Bruno.html Faber, Knud Helge www.whonamedit.com/doctor.cfm/464.html Fabi, Corrado www.grandprix.com/gpe/drv-fabcor.html Fabi, Teo www.grandprix.com/gpe/drv-fabteo.html Fabian (Crockaert), Lara www.askmen.com/women/singer/44_lara_fabian.html Fabian (Crockaert), Lara membres.lycos.fr/larafabian1/lara.html Fabray, Nanette www.wic.org/bio/nfabray.htm Fabre, François-Xavier www.getty.edu/art/collections/bio/a621-1.html www-history.mcs.st-and.ac.uk/~history/Mathematicians/Fabri.html Fabriano, Gentile da www.ibiblio.org/wm/paint/auth/gentile/ Fabricius, Cared www.kfki.hu/~arthp/bio/f/fabritiu/biograph.html Fabry, Johannes www.whonamedit.com/doctor.cfm/467.html Faggin, Federico

8. Ferro Biography of scipione del ferro (14651526) scipione del ferro. Born 6 Feb 1465 in Bologna, Italy scipione del ferro is sometimes known as Ferreo, sometimes as ferro, and sometimes as dal ferro http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Ferro.html

Scipione del Ferro Born: 6 Feb 1465 in Bologna, Italy Died: 5 Nov 1526 in Bologna, Italy Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index 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 11 th century and so was a long established and famous university four hundred years before del Ferro was born.

9. Bombelli scipione del ferro, the first to solve the cubic equation was the professor at Bologna,Bombelli s home town, but del ferro died the year that Bombelli was born http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Bombelli.html

Rafael Bombelli Born: Jan 1526 in Bologna, Italy Died: 1572 in (probably) Rome, Italy Click the picture above to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Rafael Bombelli 's father was Antonio Mazzoli but he changed his name from Mazzoli to Bombelli. It is perhaps worth giving a little family background. The Bentivoglio family ruled over Bologna from 1443. Sante Bentivoglio was "signore" (meaning lord) of Bologna from 1443 and he was succeeded by Giovanni II Bentivoglio who improved the city of Bologna, in particular developing its waterways. The Mazzoli family were supporters of the Bentivoglio family but their fortunes changed when Pope Julius II took control of Bologna in 1506, driving the Bentivoglio family into exile. An attempt to regain control in 1508 was defeated and Antonio Mazzoli's grandfather, like several other supporters of the failed Bentivoglio coup, were executed. The Mazzoli family suffered for many years by having their property confiscated, but the property was returned to Antonio Mazzoli, Rafael Bombelli's father. Antonio Mazzoli was able to return to live in Bologna. There he carried on his trade as a wool merchant and married Diamante Scudieri, a tailor's daughter. Rafael Bombelli was their eldest son, and he was one of a family of six children. Rafael received no university education. He was taught by an engineer- architect Pier Francesco Clementi so it is perhaps not too surprising that Bombelli himself should turn to that occupation. Bombelli found himself a patron in Alessandro Rufini who was a Roman noble, later to become the Bishop of Melfi.

10. Necropoli Protostorica Della Cultura Di Golasecca Nella Prima Età Del Ferro 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

Torna indietro NECROPOLI PROTOSTORICA DELLA CULTURA DI GOLASECCA NELLA PRIMA ETA' DEL FERRO A CURA DELLA PRO - LOCO DI GOLASECCA COORDINAMENTO DELLA SOVRAINTENDENZA ARCHEOLOGICA LOMBARDA M.ADELAIDE BIANCHI LA CULTURA DI GOLASECCA PERIODIZZAZIONE DELLA CULTURA DI GOLASECCA PROTOGOLASECCA: XII-X secolo a.C. GOLASECCA I A: IX-VIII secolo a.C. GOLASECCA I B-C: VIII-VII secolo a.C. GOLASECCA II A: 600-550 a.C. GOLASECCA II B: 550-500 a.C. GOLASECCA III A: 590-350 a.C. 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. Quest'ultima poteva avere le pareti rivestite di ciottoli o lastre di pietra. Caratteristico del comprensorio del Ticino era l'uso di un recinto esterno definito

11. Search Results For Ferro - Encyclopædia Britannica Did you mean ferro (Can.Is., Sp.) Emanuele Filiberto Testadi ferro (duke of Savoy Results 11 of 1. scipione del ferro. University of St.Andrews, Scotland http://www.britannica.com/search?query=Ferro&submit=Find&source=MWTEXT

12. Search Results For Ferro- - Encyclopædia Britannica Did you mean ferro (Can.Is., Sp.) Emanuele Filiberto Testadi ferro (duke of Savoy Results 11 of 1. scipione del ferro. University of St.Andrews, Scotland http://www.britannica.com/search?query=ferro-&submit=Find&source=MWTEXT

13. Algebra In The Renaissance We discussed scipione del ferro (14651526) who discovered an algebraic method for solving the According to the presentation, scipione del ferro first solved the cubic equation http://www.csusm.edu/public/DJBarskyWebs/330CollageOct17.html

Algebra in the Renaissance, Part 2 The discussion was started by talking about art in the Renaissance. The idea of perspective in a painting began to be used in the Renaissance. To achieve realism, objects further away must be made to appear smaller. The painter Leon Battista Alberti (1404-1472) wrote a text on the subject of geometry as it relates to perspective in painting. The main topic centered around solving the "cubic" problem. Several mathematicians of the fifteenth and sixteenth century built upon the work of the Islamic mathematicians. We discussed Scipione del Ferro (1465-1526) who discovered an algebraic method for solving the cubic equation x ^3 + cx = d. Del Ferro taught Antonio Fiore. Niccolo Tartaglia (1499-1557) claimed that he discovered the solution to the cubic equations of the form x^3 + bx^2 = d. Tartaglia told Gerolamo Cardano his secret, however Cardano published the work when he discovered that it had earlier been discovered by del Ferro. It is interesting to follow the long history of one problem. After Dr. Barsky's commentary on the lack of a Nobel prize for mathematics and the mathematician of the day (Vickery), David Trigg began to talk about how the third dimension was represented in the art of this time period. The topics covered consisted of Copernicus and Kepler in Astronomy, the addition of perspective to make two dimensional art appear as three dimensional, Scipione Del Ferro, Antonio Fiore, Niccolo Tartaglia, Gerolamo Cardano and the "Artis Magnae", Libre de Ludo Aleae, Raphael Bombelli, and Simon Stevin.

14. Scipione Del Ferro Translate this page del ferro, scipione. scipione del ferro wurde am 6. Februar 1465 in Bolognageboren und lehrte von 1496 bis zu seinem Tode am 29. Oktober oder 16. http://www.mathe.tu-freiberg.de/~hebisch/cafe/delferro.html

del Ferro, Scipione impossibile x + bx = c. cosa r = (b/3) + (c/2) r + (c/2) ), und die Kubikwurzel aus diesem Binom minus der Kubikwurzel aus seinem Residuum (dies ist r - c/2) ) ergibt die cosa Tartaglia Cardano Ars magna sive de regulis algebraicis

15. Untitled 10)1/3 instead of 2. scipione del ferro ( 14651525AD to a duel and Tartaglia discovered the solution of the cubic of the form scipione del ferro had discovered http://www.pitt.edu/~jwt01/HistOfMath/14.ppt

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16. Bolet´n N. Bolet´n N.o17Febrero, 1999.El nacimiento del ´AlgebraSe dice que la diferencia entre ´algebra y aritm´eticaes que en ´algebra se usan letras y en aritm´etica s´olon´umeros. sus principales protagonistasson scipione del ferro, Tartaglia y Cardano en Italia http://www.missouri.edu/~oc918/bol17.pdf

17. Italian WebSite caricamento della parte . prego attesa NUR S. 24 / 35. LLAHU NURUSSEAVATI VL'AD. ALVA EDISON HA BRUCIATO - del TRENO - IL VAGONE - BOTTE GUAINA - MUSCOLI - COPERTO - MILZA. DAL ferro scipione - ITALIANO. DAL ferro - BOLOGNA - UNIVERSITA http://www.kuran-sifresi.com/italian/scienzati

caricamento della parte . prego attesa... NUR S. 24 / 35 A LLAHU NURUSSE M AVATI V E L'A R D. MESELU NURIHI KEM I S KA TIN FIYHA MISBAH E L M I SBAHU FI Y Z UCACEH EZZUCACETU KE'ENNEHA KEVKEBUN DURR I YY, YU K ADU MIN SE C ERET I N MUBAREKETIN ZEYTUNETIN LA SARKIYYETIN VE LA G A R BIYYEH, YEK A DU ZEYTU HA YUDIY'U VE LEV LE M TEMSESHUNAR NURUN ALA NUR, YEHDIYLLAHU LINURIHI MEN YESA VE YADRI B ULLAHUL' E MSALE LINNAS VA LL AHU BIKULLI SEY'IN ALIYM. AMERIKALI - FIZIKCI - GRAHAM BELL GRAHAM BELL - AMERICANO - FISICO Nur s. 24/35 il cui olio sembra illuminare senza neppure essere toccato dal fuoco. luce su luce. onnisciente. PAGINA : 01 AMERICANO - THOMAS ALVA EDISON - USA ALVA THOMAS EDISON - ELETTRICITA' - USA ALVA THOMAS EDISON - ELETTRICITA' -HA INVENTATO - USA ALVA EDISON THOMAS - L"ELETTRICITA' - - INVENTATO

18. 4.1 Scipione Del Ferro (1465 - 1526) (Dejiny Algebry) Ludovico Ferrari (1522 1565) Literatúra. 4.1 scipione del ferro(1465 - 1526). Bolonský matematik, ucitel Mikuláša Kopernika. http://www.matika.sk/zdroje/texty/recenz/Dejalg/Cast4/Part4-1.htm

4. Cardanove formule pre riešenie rovnice tretieho stupòa Obsah Úvod 4.1 Scipione del Ferro (1465 - 1526) MikulᚠKopernik (1473 - 1543) Niccolo Fontana - Tartaglia (1500 - 1557) Girolamo Cardano (1501 - 1576) Ludovico Ferrari (1522 - 1565) ... Literatúra 4.1 Scipione del Ferro (1465 - 1526) Bolonský matematik, uèite¾ Mikuláša Kopernika. Pôsobil najprv na Bolonskej a potom na Benátskej univerzite ako uèite¾ algebry a perspektívy. Objavil postup na riešenie rovnice x + bx = c r (b 0, c ale svoj objav držal v tajnosti. Svoje tajomstvo prezradil iba svojej manželke, 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 súaž poètára de Coita. Súaž sa týkala predovšetkým rovníc tretieho stupòa. De Coita sa obrátil o pomoc k svojmu kolegovi Niccolovi Fontanovi . Ten mu síce odmietol pomôc, ale vyhlásil, že rovnice typu cubus plus vec sa rovná èíslo vie rieši. O tom sa dopoèul Fioré a preto roku 1535 vyzval Fontanu na súaž. Fontana túto súaž vyhral, lebo nezávisle od Scipiona del Ferro aj on objavil postup na riešenie rovníc tretieho stupòa. Avšak rovnako ako všetci èo tento postup poznali, aj Fontana ho držal v tajnosti. Až keï sa roku 1542 pozostalos Scipione del Ferra dostala do rúk

19. Book Review An Imaginary Tale The Story Of $\sqrt{-1}$, Volume 46 Early in the sixteenth century scipione del ferro. found the general solution of equation (1)NOVEMBER1999NOTICES OF THE How did del ferro know to do this http://www.ams.org/notices/199910/rev-blank.pdf

20. 4.4 Girolamo Cardano (1501 - 1576) (Dejiny Algebry) Obsah Úvod 4.1 scipione del ferro (1465 1526) 4.2 MikulᚠKopernik (1473- 1543) 4.3 Niccolo Fontana - Tartaglia (1500 - 1557) 4.4 Girolamo Cardano http://www.matika.sk/zdroje/texty/recenz/Dejalg/Cast4/Part4-4.htm

4. Cardanove formule pre riešenie rovnice tretieho stupòa Obsah Úvod Scipione del Ferro (1465 - 1526) MikulᚠKopernik (1473 - 1543) ... Niccolo Fontana - Tartaglia (1500 - 1557) 4.4 Girolamo Cardano (1501 - 1576) Ludovico Ferrari (1522 - 1565) Literatúra 4.4 Girolamo Cardano (1501 - 1576) Poèiatky jeho kariéry neboli ¾ahké. Roku 1534 dosiahol, že ho v Miláne zamestnali ako lekára mestského chudobinca. Jeden jeho priate¾ ho doporuèil aj do školy 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 štrnásroèného Ludovica Ferrariho , ktorý sa postupne stal jeho žiakom a spolupracovníkom, a neskôr to dotiahol až na profesora matematiky Milánskej univerzity. Roku Cardano dokonèil svoju prácu Praktická aritmetika a jednoduché merania . Vtedy sa dopoèul, že Scipione del Ferro, profesor matematiky na univerzite v Bologni, a Niccolo Fontana, poètár z Brescie, objavili postup na riešenie rovnice tretieho stupòa. Ve¾mi túžil uvies vo svojej knihe tento výsledok, lebo jeho Praktická aritmetika bola kritikou Summy Luca Pacoliho, ktorý tvrdil, že riešenie rovníc tretieho stupòa je nemožné. Avšak Cardano sám nájs riešenie nedokázal, a Fontana nebol ochotný svoje tajomstvo vyzradi. Cardanova kniha preto vyšla bez tohto výsledku v roku

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