Geometry.Net - Scientists: Cavalieri Bonaventura

CATHOLIC ENCYCLOPEDIA: Bonaventura Cavalieri
(Catholic Encyclopedia)Category Society Religion and Spirituality CBonaventura Cavalieri. Italian mathematician, b. at Milan in 1598;d. at Bologna, 3 December, 1647. At the age of fifteen he entered
http://www.newadvent.org/cathen/03468a.htm

Extractions: Home Encyclopedia Summa Fathers ... C > Bonaventura Cavalieri A B C D ... Z Italian mathematician, b. at Milan in 1598; d. at Bologna, 3 December, 1647. At the age of fifteen he entered the Congregation of Hieronymites, or Jesuates. He taught theology for a time, but, as he showed a decided preference and talent for mathematics, his superiors sent him to the university at Pisa. Here he studied under Castelli, and became one of the most illustrious of the disciples of Galileo BALL, Hist. of Math. (London, 1893); CAJORI, Hist. of Math. (New York, 1894); Biog. Univ. , VII; FRISI, Elogio di B. Cavalieri (Milan, 1829), I. H. M. BROCK
Bonaventura Cavalieri
Bonaventura Cavalieri (1598?1647). Born Francesco Cavalieri, in Milan, Cavalieritook the name Bonaventura when he entered the Jesuati (not Jesuit) order.
http://es.rice.edu/ES/humsoc/Galileo/People/cavalieri.html

Extractions: Born Francesco Cavalieri, in Milan, Cavalieri took the name Bonaventura when he entered the Jesuati (not Jesuit) order. He received minor orders in 1615 and was transferred to Pisa the following year. Here he studied philosophy and theology and came in contact with Benedetto Castelli , who introduced him to the study of geometry. To this study the brilliant Cavalieri devoted the rest of his life. In the four years he spent in Pisa, Cavalieri became an accomplished mathematician and a loyal disciple of Galileo. Cavalieri published eleven books on mathematical subjects (including burning mirrors, astrology, and logarithms). He is chiefly remembered for his work on the problem "indivisibles." Building on the work of Archimedes, he investigated the method of construction by which areas and volumes of curved figures could be found. Cavalieri regarded an area as made up of an indefinite number of equidistant parallel line segments and a volume of an indefinite number of parallel plane areas. He called these elements the indivisibles of area and volume. Cavalieri's work was an important step toward the calculus, developed later in the seventeenth century by others, chiefly Isaac Newton and Gottfried Wilhelm Leibniz. Sources
IMSS - Multimedia Catalogue - Biography Bonaventura CAVALIERI
Bonaventura CAVALIERI. Milan around 1598 Bologna 1647. Cavalierientered the Order of the Jesuats at a very early age (1615). He
http://galileo.imss.firenze.it/museo/b/ecavali.html

Extractions: Milan around 1598 - Bologna 1647 Cavalieri entered the Order of the Jesuats at a very early age (1615). He was a pupil of Castelli , who perceived in him notable gifts for mathematical science. His name is justly famous for his work on the Geometria degli indivisibili which he published in 1635, and he was a forerunner of the invention of infinitesimal calculus. He maintained constant contact with Galileo , whilst being a helpful point of reference for several of the geometric investigations of the young Torricelli . In 1629 he was appointed to the chair of mathematics at the University of Bologna, where he spent the last years of his life in a state of poor health. His post was then occupied by G. D. Cassini Next Previous Index ... Italiano
CAVALIERI Bonaventura
cavalieri bonaventura (15981647) Matemático italiano nacido en Milán y fallecido en Bolonia.
http://almez.cnice.mecd.es/~agos0000/Cavalieri.html
Cavalieri
Bonaventura Francesco Cavalieri. Bonaventura Cavalieri joined the religiousorder Jesuati in Milan in 1615 while he was still a boy.
http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Cavalieri.html

Extractions: Bonaventura Cavalieri joined the religious order Jesuati in Milan in 1615 while he was still a boy. In 1616 he transferred to the Jesuati monastery in Pisa. His interest in mathematics was stimulated by Euclid 's works and after meeting Galileo , considered himself a disciple of the astronomer. The meeting with Galileo was set up by Cardinal Federico Borromeo who saw clearly the genius in Cavalieri while he was at the monastery in Milan. In Pisa, Cavalieri was taught mathematics by Benedetto Castelli, a lecturer in mathematics at the University of Pisa. He taught Cavalieri geometry and he showed such promise that Cavalieri sometimes took over Castelli's lectures at the university. Cavalieri applied for the chair of mathematics in Bologna in 1619 but was not successful since he was considered too young for a position of this seniority. He also failed to get the chair of mathematics at Pisa when Castelli left for Rome. In 1621 Cavalieri became a deacon and assistant to Cardinal Federico Borromeo at the monastery in Milan. He taught theology there until 1623 when he became prior of St Peter's at Lodi. After three years at Lodi he went to the Jesuati monastery in Parma, where he was to spend another three years.
CAVALIERI Bonaventura
Translate this page cavalieri bonaventura (1598-1647). Matemático italiano nacido en Milány fallecido en Bolonia. Fue discípulo de Galileo y escribió
http://almez.pntic.mec.es/~agos0000/Cavalieri.html
WIEM: Cavalieri Bonaventura Francesco
cavalieri bonaventura Francesco (15981647), matematyk, astronom, astrologi teolog wloski, jezuita, uwazany za ucznia Galileusza, profesor
http://wiem.onet.pl/wiem/0132a6.html

Extractions: poka¿ powi±zane Cavalieri Bonaventura Francesco (1598-1647), matematyk, astronom, astrolog i teolog w³oski, jezuita, uwa¿any za ucznia Galileusza , profesor uniwersytetu w Bolonii (1629), prekursor rachunku ca³kowego. W dwóch traktatach: Geometria indivisibilis continuorum nova (1635) i Exercitationes geometricae sex (1647) kolejno sformu³owa³, a nastêpnie u¶ci¶li³, teoriê tzw. niepodzielnych (indivisibles), stanowi±c± rozwiniêcie koncepcji Archimedesa obliczania pól i objêto¶ci figur geometrycznych ( Cavalieriego twierdzenie Propagowa³ stosowanie logarytmów w obliczeniach (traktat Directorium generale uranometricum , 1632), opracowa³ tablice logarytmów i funkcji trygonometrycznych dla astronomów, poda³ wzór na obliczanie ogniskowej soczewki oraz teoriê budowy teleskopu zwierciadlanego, bada³ w³asno¶ci krzywych sto¿kowych. Publikowa³ równie¿ traktaty astrologiczne (np. Trattato della rupta planetaria perpetua zobacz wszystkie serwisy do góry Encyklopedia zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra
CAVALIERI BONAVENTURA., Trigonometria Plana, Et Sphaerica, Linearis Et Logarithm
Translate this page Libreria Antiquaria Mediolanum. cavalieri bonaventura. TrigonometriaPlana, et Sphaerica, Linearis et Logarithmica cum canone duplici
http://www.polybiblio.com/mediolan/CAT. 21N.51.html

Extractions: Libreria Antiquaria Mediolanum CAVALIERI BONAVENTURA. Trigonometria Plana, et Sphaerica, Linearis et Logarithmica cum canone duplici trigonometrico et Chiliade numerorum absolutorum ab 1 usque 1000 eorumque Logarithmis ac differentiis Bologna, eredi Vittorio Benatti, 1643. In-4°; antiporta allegorica, incisa in rame da Andrea Salmincio, raffigurante la Trigonometria con ai piedi vari strumenti ed ai lati figure geometriche, 16, 71 pp., 52 cc., 1 tavola incisa in rame con le figure trigonometriche piane; legatura moderna in Prima edizione di una delle opere pi note del celebre scienziato. La Trigonometria divenne un vero e proprio manuale utile alla soluzione di calcoli in materia d'astronomia, geografia e gnomonica. Il metodo utilizzato nell'organizzazione delle regole, Riccardi 328. Cinti, Bib Galileiana n. 111. Sotheran 6780. Libri 1617 p.190: One of the scarcest of Cavalieri works, containing at the beginning a refutation of Guldin's attak on Cavalieri. This item is listed on Bibliopoly by Libreria Antiquaria Mediolanum ; click here for further details.
Nomi Con La Iniziale "C"
Translate this page Carosio Matteo Contarini Giacomo. Castelli Benedetto Cosimo II Granduca di Toscana.Castelli Onofrio Cristina di Lorena. cavalieri bonaventura. Home Page, Indice.
http://www.domusgalilaeana.it/biblio/carteggio/letteredi/indici/indicec.html
Principio De Cavalieri - Fórmula Do Volume Da Esfera - Aplicando Principio De C
Translate this page PRINCIPIO DE CAVALIERI. * cavalieri bonaventura (1598-1647). CÁLCULO DO VOLUMEDA ESFERA PELO PRINCIPIO DE CAVALIERI. cavalieri bonaventura (1598-1647).
http://members.tripod.com/caraipora/cavprin.htm
Www.iper1.com - Bonaventura Berlinghieri
Translate this page Berlinghieri bersaglieri Boringhieri Pietro Borsieri carabinieri Casalvieri GiuseppeCassieri Castel di Ieri cavalieri bonaventura Cavalieri Emilio dei
http://www.iper1.com/rime/index.asp?cerca=Bonaventura Berlinghieri
Bonaventura Francesco Cavalieri
Translate this page Bonaventura Francesco Cavalieri. Bonaventura Francesco Cavalieri (1598-1647)Cavalieri desarrolló un método de lo indivisible, el
http://bios.euroritmo.com/default.aspx?personaje=Bonaventura Francesco Cavalieri
Mathematiker Mit Cc
Carroll Lewis (1832 1898, ). cavalieri bonaventura Francesco (1598- 1647, Mailand). Copernicus Nicolaus (1473 - 1543, Torun). A
http://homepages.compuserve.de/thweidenfeller/mathematiker/c.html
STORIE DI STORIA (www.cronologia.it)
Translate this page CAUCHY AUGUSTIN, GODDARD ROBERT, MONTGOLFIER FRATELLI, TARTAGLIA NICCOLO'.cavalieri bonaventura, GOLGI CAMILLO, MORSE SAMUEL, THOMSON BENJAMIN.
http://www.cronologia.it/filosofia/neo01.htm

Extractions: MODA COLLABORATE !!! OGNUNO DI NOI HA UNA TESTIMONIANZA, UN DOCUMENTO, UNA FOTOGRAFIA, UN QUALCOSA CHE SFUGGE A TUTTI GLI STUDIOSI, CHE NELL'ERA DI INTERNET SONO POCHI, E INOLTRE HANNO SEMPRE POCO TEMPO, DISCUTONO, FANNO CONFERENZE, SE SCRIVONO NON LEGGONO, SE LEGGONO NON SCRIVONO E PURTROPPO ANCHE LORO HANNO SOLO COME TUTTI NOI CIRCA 1000 MESI DI VITA, MENTRE I DOCUMENTI SEPOLTI SOTTO CHISSA' QUANTA POLVERE SONO MILIONI, MILIARDI, SPARSI IN OGNI DOVE, SPESSO IGNORATI, MENTRE INVECE SONO IL TASSELLO CHE CERCHIAMO DA ANNI, DA SECOLI, DA MILLENNI. INTERNET, MONDIALIZZAZIONE DEL SAPERE ! - E QUALE MIGLIORE MEZZO PER "AGGIORNARE" L'AMMUFFITO SAPERE ! IN DIECI ANNI HO FATTO LA PIONIERISTICA ESPERIENZA SULLA RETE MONDIALE, E DA TUTTO IL MONDO MI E' ARRIVATO (*) QUELLO CHE NON HANNO MAI VISTO MILLE STUDIOSI MESSI INSIEME, NE' UN BIBLIOTECARIO DI UNA METROPOLI. (*) MIGLIAIA DI LIBRI, OPUSCOLI, GIORNALI, FOTOGRAFIE, DOCUMENTI, TESTIMONIANZE DI PARENTI DI RE, REGINE, PRESIDENTI, FUNZIONARI, ARTISTI DIMENTICATI, LETTERATI IGNORATI, PROFESSORI NON VALORIZZATI O "ERUDITI" ILLETTERATI, MI SCRIVONO CORREGGENDO, PUNTUALIZZANDO, TESTIMONIANDO QUELLO I LIBRI UNA VOLTA STAMPATI NON POSSONO INVECE FARE. QUI PRO QUO SCRIVONO E QUI PRO QUO RIMANE, PER ANNI, PER SECOLI, E QUALCUNO OSA PARLARE DI FILOLOGIA.
Philosophiestars Seit 1948
Translate this page Norberto Bobbio. * Gernot Böhme. * Hartmut Böhme. * cavalieri bonaventura.* Pierre Bourdieu. * Constantin Brunner. * Martin Buber. * James Buchanan.
http://www.philosophers-today.com/who-is-who/stars.html

Extractions: (seit 1948) A * Nicola Abbagnano * Max Adler * Theodor W. Adorno * Alain (Emile A. Chartier) * Hans Albert * Louis Althusser * Elizabeth Anscombe * Karl-Otto Apel * Hannah Arendt * Raymond Aron * John Langshaw Austin * Alfred Jules Ayer B * Gaston Bachelard * Ingeborg Bachmann * Michail Bachtin * Alain Badiou * Etienne Balibar * Owen Barfield * Roland Barthes * Arno Baruzzi * Georges Bataille * Gregory Bateson * Jean Baudrillard * Otto Bauer * Simone de Beauvoir * Ulrich Beck * Seyla Benhabib * Walter Benjamin * Max Bense * Nikolai Berdjajew * Gustav Bergmann * Isaiah Berlin * Eduard Bernstein * Maurice Blanchot * Ernst Bloch * Maurice Blondel * Hans Blumenberg * Norberto Bobbio * Cavalieri Bonaventura * Pierre Bourdieu * Constantin Brunner * Martin Buber * James Buchanan * Judith Butler C * Guido Calogero * Albert Camus * Elias Canetti * Rudolf Carnap * Ernst Cassirer * Hector-Neri Castaneda * Cornelius Castoriadis * Michel de Certeau * Roderick Chisholm * Noam Chomsky * Emile Michel Cioran * Helene Cixous * Hermann Cohen * Daniel Cohn-Bendit * Benedetto Croce D * Ralf Dahrendorf * Arthur Coleman Danto * Donald Davidson * Guy Debord * Gilles Deleuze * Daniel Dennett * Paul De Man * Daniel C. Dennett
Matematicos
Matem¡tico de lo que es actualmente Italia (1598 1647).
http://www.mat.usach.cl/histmat/html/cava.html
Bonaventura Cavalieri (1598 - 1647)
Explains and illustrates cavalieri's principle of indivisibles, which evolved into integral calculus, and offers a bio of the mathematician. bonaventura cavalieri (1598 1647). From `A Short Account of the History of Mathematics' (4th edition, 1908) by W. W.
http://www.maths.tcd.ie/pub/HistMath/People/Cavalieri/RouseBall/RB_Cavalieri.htm

Extractions: From `A Short Account of the History of Mathematics' (4th edition, 1908) by W. W. Rouse Ball. Almost contemporaneously with the publication in 1637 of Descartes' geometry, the principles of the integral calculus, so far as they are concerned with summation, were being worked out in Italy. This was effected by what was called the principle of indivisibles, and was the invention of Cavalieri. It was applied by him and his contemporaries to numerous problems connected with the quadrature of curves and surfaces, the determination on volumes, and the positions of centres of mass. It served the same purpose as the tedious method of exhaustions used by the Greeks; in principle the methods are the same, but the notation of indivisibles is more concise and convenient. It was, in its turn, superceded at the beginning of the eighteenth century by the integral calculus. Bonaventura Cavalieri was born at Milan in 1598, and died at Bologna on November 27, 1647. He became a Jesuit at an early age; on the recommendation of the Order he was in 1629 made professor of mathematics at Bologna; and he continued to occupy the chair there until his death. I have already mentioned Cavalieri's name in connection with the introduction of the use of logarithms into Italy, and have alluded to his discovery of the expression for the area of a spherical triangle in terms of the spherical excess. He was one of the most influential mathematicians of his time, but his subsequent reputation rests mainly on his invention of the principle of indivisibles.
Cavalieri, Bonaventura
Catalog of the Scientific Community. cavalieri, bonaventura. Note the creators of the Galileo Project and this
http://es.rice.edu/ES/humsoc/Galileo/Catalog/Files/cavaleri.html

Extractions: Cavalieri, Bonaventura Note: the creators of the Galileo Project and this catalogue cannot answer email on genealogical questions. 1. Dates Born: Milano, c. 1598. Both Favaro and Abetti think he was born earlier. Died: Bologna, 30 Nov. 1647 Dateinfo: Birth Uncertain Lifespan: 2. Father Occupation: Aristocrat The father, also Bonaventura Cavalieri, was of a noble family that was not rich. No clear information on financial status beyond the fact that they were not rich. 3. Nationality Birth: Italy Career: Italy Death: Italy 4. Education Schooling: Pisa He studied theology in the monastery of San Gerolamo in Milan. Here Card. Federico Borromeo noted his intelligence; he wrote to Galileo introducing Cavalieri in 1617. Through Benedetto Castelli, a lecturer in mathematics at Pisa, he was initiated in the study of geometry. He quickly absorbed the classical works in mathematics, demonstrating such exceptional aptitude that he sometimes substituted for his teacher at the University of Pisa. I do not see any mention of any degree.
Cavalieri
Biography of bonaventura cavalieri (15981647) bonaventura cavalieri joined the religious order Jesuati in Milan in 1615 while he was still a boy.
http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Cavalieri.html

Extractions: Bonaventura Cavalieri joined the religious order Jesuati in Milan in 1615 while he was still a boy. In 1616 he transferred to the Jesuati monastery in Pisa. His interest in mathematics was stimulated by Euclid 's works and after meeting Galileo , considered himself a disciple of the astronomer. The meeting with Galileo was set up by Cardinal Federico Borromeo who saw clearly the genius in Cavalieri while he was at the monastery in Milan. In Pisa, Cavalieri was taught mathematics by Benedetto Castelli, a lecturer in mathematics at the University of Pisa. He taught Cavalieri geometry and he showed such promise that Cavalieri sometimes took over Castelli's lectures at the university. Cavalieri applied for the chair of mathematics in Bologna in 1619 but was not successful since he was considered too young for a position of this seniority. He also failed to get the chair of mathematics at Pisa when Castelli left for Rome. In 1621 Cavalieri became a deacon and assistant to Cardinal Federico Borromeo at the monastery in Milan. He taught theology there until 1623 when he became prior of St Peter's at Lodi. After three years at Lodi he went to the Jesuati monastery in Parma, where he was to spend another three years.
References For Cavalieri
References for bonaventura cavalieri. Biography in Encyclopaedia Britannica. BooksA Favaro, bonaventura cavalieri nello studio de Bologna (Bologna, 1855).
http://www-gap.dcs.st-and.ac.uk/~history/References/Cavalieri.html

Extractions: A Agostini, I baricentri di gravi non omogenei e la formola generale per il loro calcolo determinati da Bonaventura Cavalieri, Boll. Un. Mat. Ital. K Anderson, Cavalieri's method of indivisibles, Archive for the History of Exact Sciences P E Ariotti, Bonaventura Cavalieri, Marin Mersenne, and the reflecting telescope, Isis G Arrighi, La 'Geometria indivisibilibus continuorum' de Bonaventura Cavalieri nella ritrovata stesura del 1627, Physis - Riv. Internaz. Storia Sci. G Baroncelli, Bonaventura Cavalieri between mathematics and physics (Italian), in Geometry and atomism in the Galilean school (Florence, 1992), 67-101. C B Boyer, Cavalieri, limits and discarded infinitesimals, Scripta Math.

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