LA VITA DI NICCOLÒ FONTANA ! ! ! Translate this page Nicolò fontana nacque a Brescia probabilmente nel 1499. A Niccolò Tartagliasi deve la scoperta della risoluzione delle equazioni cubiche, http://www.mbservice.it/scuola/tartaglia/la_vita_di_niccolo_fontana.htm
CATHOLIC ENCYCLOPEDIA: Nicolo Tartaglia His father, Michele fontana, died in 1506, leaving his widow, two sons, tartaglia S Quesiti (Venice, 1554); BITTANTI, Discorso di Niccolò tartaglia http://www.newadvent.org/cathen/14461c.htm
Extractions: Home Encyclopedia Summa Fathers ... Z (T ARTALEA TARTAGLIA'S Quesiti (Venice, 1554); BITTANTI, (Brescia, 1871); BUONCOMPAGNI, ed. CREMONA AND BELTRAMI, in Collectanea math., Mem. Dom. Chelini (Milan, 1881), 363-410; GIORDANI, I sei cartelli di mat. disfida primamente intorno alla generale risoluzione delle equazioni cubiche con sei Contro-Cartelli in risposta di N. T. (Milan, 1876); ROSSI, Elogi di Bresciani illustri (Brescia, 1620), 386; TONNI-BAZZA, in R. Accad. dei Lincei, Rendiconti, Classe d. sci. fis. , ser. 5, X, pt. II (Rome, 1901), 39-42; TONNI-BAZZA, , loc. cit., ser. 5, XIII, pt. I (Rome, 1904), 27-30. PAUL H. LINEHAN
BiblioDb Translate this page Niccolò fontana tartaglia. Brescia, Rep. di Venezia, 1500 / Venezia, Rep.di Venezia, 13 dicembre 1557. Niccolò fontana nacque a Brescia nel 1499, http://aleasrv.cs.unitn.it/bibliodb.nsf/0/a83c733f8f587a50c1256951002afe0b?OpenD
Niccolò Fontana Tartaglia - Wikipedia Niccolò fontana tartaglia, född 1499 eller 1500 i Brescia, död 13 december 1557i Venedig, italiensk matematiker. När Frankrike invaderade Venedig 1512 http://sv.wikipedia.org/wiki/Niccolò_Fontana_Tartaglia
Extractions: Niccol² Fontana Tartaglia , f¶dd eller i Brescia , d¶d 13 december i Venedig italiensk matematiker N¤r Frankrike invaderade Venedig 1512 utsattes Tartaglia f¶r en sv¥r misshandel, som f¶r framtiden kvarl¤mnade det lyte, varav han fick sitt tillnamn ( tartaglia , "den stammande"). Han var l¤rare i matematik i Verona och Piacenza , senare i Venedig. Tartaglia ¤gde stor f¤rdighet i fr¥ga om l¶sning av algebraiska problem och visade en anm¤rkningsv¤rd mekanisk uppfinningsf¶rm¥ga. Han vann sin fr¤msta ryktbarhet genom sin l¶sning av kubiska ekvationer , varvid han sj¤lvst¤ndigt ¥terfann och fullf¶ljde Ferros uppt¤ckt. Med anledning d¤rav invecklades han i en h¤ftig strid med Cardanus och dennes l¤rjunge Ferrari Tartaglia utgav flera omf¥ngsrika arbeten. Bland dessa kan n¤mnas Nova scientia Quesiti ed invenzioni diverse (1546) och General trattato di numeri et misure
Niccolò Tartaglia - Wikipedia Translate this page (Reindirizzamento da Niccolò fontana). Niccolò tartaglia (Brescia, 1499 ca -Venezia, 13 dicembre 1577), è il soprannome e lo pseudonimo utilizzato da http://it.wikipedia.org/wiki/Niccolò_Fontana
December 13 - Today In Science History Niccolò fontana tartaglia. (source), Died 13 Dec 1557 (born 1499) Italianmathematician who originated the science of ballistics. http://www.todayinsci.com/12/12_13.htm
Extractions: Philip Warren Anderson is an American physicist who (with John H. Van Vleck and Sir Nevill F. Mott) received the 1977 Nobel Prize for Physics for his research on semiconductors, superconductivity, and magnetism. He made contributions to the study of solid-state physics, and research on molecular interactions has been facilitated by his work on the spectroscopy of gases. He conceived a model (known as the Anderson model) to describe what happens when an impurity atom is present in a metal. He also investigated magnetism and superconductivity, and his work is of fundamental importance for modern solid-state electronics, making possible the development of inexpensive electronic switching and memory devices in computers. John Henry Patterson American manufacturer who founded NCR (National Cash Register Co.) and helped popularize the modern cash register by means of aggressive and innovative sales techniques. In the 1870s, when he and his brother Frank established a successful business selling coal and miner's supplies, unrecorded sales were a problem. After reading a description of the cash register designed by James Ritty and sold by the National Manufacturing Company in Dayton, John ordered two, sight unseen. In six months they reduced his debt from $16,000 to $3,000 and the books showed a profit of $5,000. These modern machines had solved the old problems of disorganization and dishonesty. Patterson "was so impressed that he bought the company."
Computational Crystallography Toolbox Fior was not equal of his teacher, he immediately issued a challenge to Niccolofontana (14991557). fontana was known as tartaglia (the Stammerer). http://cctbx.sourceforge.net/
Extractions: Python interfaces: C++ interfaces Notes by Michael Hohn: Most current source tree Please direct questions to The cctbx Open Source License is inspired by this As found in: Reproduced with kind permission from the author: Throughout history, the solution of polynomial equations has been a challenging problem. The Babylonians knew how to solve the equation ax^2+bx+c=0. Omar Khayyam (1048-1131) devised methods of solving cubic equations through the use of geometric constructions and conic sections. The algebraic solution of the general cubic equation ax^3+bx^2+cx+d=0 was not discovered until the sixteenth century. An Italian mathematician, Luca Paciola (ca. 1445-1509), wrote in Summa de Arithmetica that the solution of the cubic was impossible. This was taken as a challenge by the rest of the mathematical community.
Suggested Authors: HIST 320, Renaissance Creativity theology; tartaglia, Niccolò aka Niccolò fontana (14991557), science;Valdés, Juan de (1500/10-1541), theology; Valverde, Juan (ca. 1520- ca. http://www.isu.edu/~owenjack/rencr/authors.html
Extractions: The project is due on 23 April at 2:30 p.m. You must send it to my e-mail address (owenjack@isu.edu), following carefully the instructions on the project page . In class on 27 January, you will select the author on whose publications you will do research. By 2:30 p.m. on Friday, 7 February, you will mail me (owenjack@isu.edu) a preliminary bibliography. This page provides a list of suggested authors on which to focus for the student research project for J. B. Owens's fall 2004 upper-division course Renaissance Creativity . Questions and comments may be sent to me at my e-mail address (owenjack@isu.edu), or if you prefer, you may send me a message now by selecting this button:
Sorry, This Page Is Not Here... - Seton Hall University 1500 Italian mathematician Niccolò fontana tartaglia was born in Brescia, Republicof Venice. (le,*dfr). 1500 France conquered the city of Milan and the http://artsci.shu.edu/italianstudies/Italian 1500.htm
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Galleria Dei Matemetici Translate this page Niccolò fontana soprannominato tartaglia perché parlava con difficoltà, essendostato ferito al volto a 13 anni, Niccolò fontana. Brescia 1499 http://digilander.libero.it/maxinthp/matematici.htm
Extractions: Cerco immagini di: Nella comunità, i discepoli di Pitagora erano divisi in due gruppi: uno formato da "ascoltatori" senza diritto di parola, l'altro da "matematici", che potevano stimolare il maestro con domande, alle quali Pitagora dava risposte da considerare definitive. Il famoso ipse dixit
Microfilm Translate this page Rossi Ottavio, Lettere, a cura di Bartolomeo fontana, Brescia, tartaglia Niccolò,General trattato, Vinegia, per Curtio Troiano dei Navò, 1556-1560. http://www.bibliotecavigano.it/microfilm.htm
Extractions: Attività Prodotti Multimediali: Microfilm I numeri iniziali progressivi corrispondono rispettivamente della sezione "Fondo Antico" (opere a stampa) e "Fondo manoscritti" del Catalogo della Biblioteca di Scienze «Carlo Viganò». Fondo antico (1482-1800) e Fondo manoscritti : disponibile sia a stampa (Milano, Vita e pensiero, 1994, pp. XIX, 869) che su CD-Rom. Le segnature finali tra parentesi tonda sono quelle della 'vecchia' catalogazione, quelle tra parentesi quadra si riferiscono invece all'attuale 'nuova' catalogazione della Biblioteca. Per richiesta e stampa di microfilm contattare lo +39 - 030.2406.338 nei seguenti orari: dalle 9.00 alle 12.00 e dalle 14.00 alle 17.00. Oppure ricorrere al collegamento e-mail FONDO ANTICO (Opere a stampa) Achillini Alessandro , De orbibus libri quatuor , Bononiae, impensis Benedicti Hectoris Bononiensis, 1498. ( T.6.9
Syllogismos - Euclide Tartaglia Translate this page tartaglia Niccolò fontana (1499-1557). See moreover. Si veda inoltre.Euclide (1603), Elementorum Libri XV, Clavio, C. (Ed.), Zannetto, Roma (IV ed.). http://www.syllogismos.it/libristorici/euclidetartaglia.htm
Extractions: History and Epistemology for Mathematics Education Storia ed Epistemologia per la Didattica della Matematica Elements edited by Tartaglia (1569) Gli Elementi commentati da Tartaglia (1569) Euclide (1569), Euclide Megarense acutissimo philosopho, solo introduttore delle scientie mathematice , Tartaglia, N. (Ed.), Bariletto, Venezia EUCLIDE di Alessandria (IV-III sec. a.C.) TARTAGLIA Niccolò Fontana (1499-1557) See moreover: Si veda inoltre: Euclide Elementorum Libri XV , Clavio, C. (Ed.), Zannetto, Roma (IV ed.). Euclide Elementorum Libri XV , Commandino, F. (Ed.), Concordia, Pesaro (I ed.: Pesaro, 1572). Viviani, V. Quinto libro degli Elementi dEuclide, ovvero scienza universale delle proporzioni spiegata colla dottrina del Galileo , Bindi, Firenze. Euclide Elementa , Rondelli, G. (Ed.), Longo, Bologna. Tacquet, A. Elementa Geometriae , Tipografia del Seminario, Padova. Marulli, F. Dialoghi geometrici che spiegano con facilità, e brevità li primi sei Libri di Euclide , Conzatti, Padova. Grandi, G. Instituzioni geometriche , Tartini e Franchi, Firenze.
Tartaglia Translate this page tartaglia, Niccolò, eigentl. N. fontana, italien. Mathematiker * um 1500 Brescia, 14. 12. 1557 Venedig. Arbeitsgebiete Wahrscheinlichkeitsrechnung http://www.studienseminare-duesseldorf.nrw.de/sekundI/Seminare/Mathe/Kaleidoskop
Tartaglia Biography of Nicolo tartaglia (14991557) Nicolo tartaglia was born in Bresciain 1499, the son of a humble mail rider. http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Tartaglia.html
Extractions: Version for printing Nicolo Tartaglia was born in Brescia in 1499, the son of a humble mail rider. He was nearly killed as a teenager, when in 1512 the French captured his home town and put it to the sword. Amidst the general slaughter, the twelve year old boy was dealt horrific facial sabre wounds that cut his jaw and palate and he was left for dead. His mother's tender care ensured that the youngster did survive, but in later life Nicolo always wore a beard to camouflage his disfiguring scars and he could only speak with difficulty, hence his nickname Tartaglia, or stammerer. Tartaglia was self taught in mathematics but, having an extraordinary ability, was able to earn his living teaching at Verona and Venice. As a lowly mathematics teacher in Venice, Tartaglia gradually acquired a reputation as a promising mathematician by participating successfully in a large number of debates. The first person known to have solved cubic equations algebraically was del Ferro but he told nobody of his achievement. On his deathbed, however
Extractions: Fra quanti cercano di mettersi in salvo c'è un ragazzino di dodici anni, Niccolò Fontana. Sarà lui stesso, alcuni anni più tardi, a ricordare quei terribili momenti: "Quando che li francesi saccheggiorno Bressa, oltre che ne fu svalisata la casa, ma più che essendo io fugito nel domo de Bressa insieme con mia madre et mia sorella et molti altri huomini, credendone in tal luogo esser salvi, ma tal pensiero ne andò fallito perchè alla presentia de mia madre mi fu date cinque ferrite mortale, cioè tre sulla testa et due sulla fazza fra le quale una me ne haveva à traverso la bocca et denti, la quale della masella et la medesima della inferiore, per la qual ferrita, non solamente io non poteva parlar, ma neanche poteva manzare".
Matematica - Articoli - Interventi Di Translate this page e comunque decide di non rendere pubblica la scoperta, poi col tartaglia (NiccolòFontana) che ne fa uso interno per le disfide pubbliche. http://matematica.uni-bocconi.it/cardano/equazioni-algebra.htm
Extractions: di Renato Betti Poco prima della fine del 500, nella sua Summa de Arithmetica Luca Pacioli afferma che il problema di trovare una formula algebrica per risolvere le equazioni di terzo grado è altrettanto difficile che la quadratura del cerchio. Mai una profezia scientifica fu disattesa tanto presto. In effetti ormai i tempi erano maturi e, come spesso accade in questi casi, la formula "sbuca" naturalmente: dapprima, allinterno della scuola matematica bolognese, con Scipione dal Ferro , che forse non ne riconosce limportanza, e comunque decide di non rendere pubblica la scoperta, poi col Tartaglia disfide pubbliche Gerolamo Cardano lonore della pubblicazione, nella
1213ú ¡úͽÌú`úªLOú` Translate this page The summary for this Japanese page contains characters that cannot be correctly displayed in this language/character set. http://www.nnh.to/12/13.html
