61. AIP Niels Bohr Library cavalieri, bonaventura, 15981647. Newton, Isaac, Sir, 1642-1727. Browse Catalog.by author. Frisi, Paolo, 1728-1784. by title. Elogi di Galileo Gal http://www.aip.org/history/catalog/19758.html

If you are not immediately redirected, please click here My List - Help Browse Books Archival Resources Archival Finding Aids Photos Browse FAQs Past Searches History Home Search: Author Subject Title Journal/Newspaper Title Series Computer File (Software) Title Video Title Refine Search AIP Niels Bohr Library Item Information Holdings More by this author Frisi, Paolo, 1728-1784. Subjects Galilei, Galileo, 1564-1642. Cavalieri, Bonaventura, 1598-1647. Newton, Isaac, Sir, 1642-1727. Browse Catalog by author: Frisi, Paolo, 1728-1784. by title: Elogi di Galileo Gal... MARC Display Elogi di Galileo Galilei e di Bonaventura Cavaliere : Elogio del cavaliere Isacco Newton. by Frisi, Paolo, 1728-1784. Milano : Giuseppe Galeazzi, 1778. 1778. Call Number: L2 FRI Description: 107, 53, 132 p. ; 20 cm. Copy/Holding information Location Collection Call No. Status Niels Bohr Library Books General Collection L2 FRI In NBL Format: HTML Plain text Delimited Subject: Email to: Horizon Information Portal 3.0 Dynix

62. Storia Dell'Universita' Di Bologna. Bonaventura Cavalieri e quindi studiò matematica a Pisa. Qui incontrò Galileo, che ebbe una http://www3.unibo.it/avl/storia/cavalier.htm

Bonaventura Cavalieri

63. Science Timeline cavalieri, bonaventura Francesco, 1635, 1647. CavalliSforza, Luca, 1952, 2000.Cavendish, Henry, 1766, 1771, 1776, 1781, 1796, 1811. Caventou, JB, 1820 http://www.sciencetimeline.net/siteindex_c.htm

use checkboxes to select items you wish to download Select Index Letter: a b c d ... w-x-y-z Cacciatore, Niccola, 1835 Calcidius, middle third century calendar stones, 4800 bce Calvin, Melvin, 1957, 1969 Cambridge Instruments, 1965 Camerarius, Rudolph Jakob, 1694 Cameron, Alastair G. W., 1957 Campbell, Douglas E., 1991 Canano, Giambattista, 1541 Cann, Rebecca, 1987 Cannizzaro, Stanislao, 1855 Cannon, Walter, 1932 Cantor, Georg, 1869 Cao, Tian Yu, 1997 Cardano, Girolamo, 1545, 1554, 1562 Carlisle, Anthony, 1800 Carnot, Lazare Nicolas Marguerite, 1783, 1803 Carothers, Wallace Hume, 1937 Carrier, Willis H., 1901 Carruthers, Marvin, early 1980s Carson, Rachel Louise, 1962 Carter, Brandon, 1970 Carus, Carl Gustav, 1846 Casaubon, Isaac, 1614

64. Bonaventura Cavalieri (1598-1647), Allievo Di Galileo E Professore In Un Liceo D Translate this page bonaventura cavalieri (1598-1647), allievo di Galileo e professore in un liceodi Bologna, fu influenzato da Keplero e da Galileo e spinto da quest’ultimo a http://www.matematicadivertente.com/Cavalieri.htm

Bonaventura Cavalieri allievo di Galileo e professore in un liceo di Bologna, fu influenzato da Keplero e da Galileo e spinto da quest’ultimo a occuparsi dei problemi del calcolo infinitesimale. Cava­lieri sviluppò le idee di Galileo e di altri sugli indivisibili incorporando­le in un metodo geometrico e pubblicò un’opera sull’argomento intito­lata “Geometria indivisibilibus continuorum nova quadam ratione promota” Egli considera un’area come costituita da un numero indefinito di segmenti paralleli equidistanti e un volume come composto da un nu­mero indefinito di aree piane parallele; questi elementi sono detti ri­spettivamente indivisibili di area e di volume. Cavalieri si rende conto che il numero di indivisibili che costituiscono un’area o un volume deve essere indefinitamente grande, ma non cerca di approfondire questo fatto. In parole semplici, gli indivisibilisti sostenevano, come dice Ca­valieri nelle sue “Exercitationes geometricae sex” che una retta è composta da punti come un rosario da grani; che un piano è composto da rette come una stoffa da fili e che un volume è composto da aree pia­ne come un libro da pagine. Essi ammettevano tuttavia che gli elementi costituenti fossero in numero infinito.

65. Galileo Project Bibliography _ bonaventura cavalieri, Marin Mersenne, and the Reflecting Telescope . cavalieri, bonaventura. Dictionary of Scientific Biography, III149153 http://physics.ship.edu/~mrc/pfs/110/inside_out/vu1/Galileo/Resources/bibliograp

Bibliography Aiton, Eric J. "Galileo and the Theory of the Tides," Isis "Galileo's Theory of the Tides" Annals of Science, "On Galileo and the Earth-Moon System" Isis, Allan-Olney, Mary. The private Life of Galileo: Compiled Principally from his Correspondence and that of his Eldest Daughter, Sister Maria Celeste. London : Macmillan, 1870. Andersen, Kirsti. "Cavalieri's Method of Indivisibles." Archive for History of Exact Sciences Ariew, Roger. "Galileo's Lunar Observations in the Context of Medieval Lunar Theory" Studies in History and Philosophy of Science, Ariotti, Pietro E. "Benedetto Castelli and George Berkeley as Anticipators of recent Findings on the Moon Illusion." Journal of the History of Behavioral Sciences "Benedetto Castelli: Early Systematic Experiments and Theory of the Differential Absorption of Heatby Colors." Isis "On the Apparent Size of the Projected After-Image: Emmert's or Castelli's Law? A Case of 242 Years Anticipation." Journal of the History of Behavioral Sciences "A Little Known early 17th-Century Treatise on Vision: Benedetto Castelli's Discorso sopra la Vista (1639, 1669): Translation and Critical Comments [by] Piero E. Ariotti."

66. Bibliography cavalieri, bonaventura, 15981647, Geometria degli indivisibili di bonaventuracavalieri / a cura di Lucio Lombardo-Radice, Torino http://www.library.cornell.edu/math/bibliography/display.cgi?start=C&

67. BIBLIOGRAPHY cavalieri, bonaventura (1653). Nova geometria indivisibilibus promota. Bologna.Clagett, Marshall (1959). The Science of Mechanics in the Middle Ages. http://www.princeton.edu/~mike/articles/mathnat/mathnatbib.htm

BIBLIOGRAPHY Andersen, Kirsti (1985) . "Cavalieri's method of indivisibles" , Archive for History of Exact Sciences Barrow, Isaac (1670) Lectiones geometricae: In quibus (praesertim) generalia curvarum linearum symptomata declarantur . London. Bacon, Francis (1960) The New Organon. ed. Fulton H. Anderson. Indianapolis: Liberal Arts Press. Bedini, Silvio A (1991) The Pulse of Time: Galileo Galilei, The Determination of Longitude, and the Pendulum Clock . Florence: Leo S. Olschki. Bos, H.J.M. (1974) . "Differentials, Higher-Order Differentials and the Derivative in the Leibnizian Calculus", Archive for History of Exact Sciences Bos, H.J.M. (1988) . "Tractional Motion and the Legitimation of Transcendental Curves", Centaurus Boyle, Robert (1965) Robert Boyle on Natural Philosophy , ed. Marie Boas Hall. Bloomington: Indiana University Press. Breger, Herbert (1990) . "Know-how in der Mathematik. Mit einer Nutzanwendung auf die unendlichkleinen Größen", in Rechnen mit dem Unendlichen: Beiträge zur Entwicklung eines kontroversen Gegenstandes . Basel: Birkhäuser, pp. 43-57.

68. Table 14 - Milan Map - Mappa Di Milano - Zeta International - Italy Castaldi, Panfilo, via Table 14 - D4-D5 - Table 15 - A5; Castelfidardo,via - Table 14 - B4-B5-C4; cavalieri, bonaventura, via - Table 14 - C5 http://www.citylightsnews.com/ztmit14.htm

Table 14 - Milan Map - Mappa di Milano Carlyle Brera Hotel Table 14 Hotel Ariosto Table 17 ... Ricerca rapida di vie a Milano Streets contained in this map - Vie presenti in questa mappa Abbadesse, via Table 14 - C1-C2 Adda, via - Table 14 - C3-D3 Albertini, Luigi, via - Table 14 - A5 Algarotti, Francesco, via - Table 14 - C2-C3 Alserio, via - Table 14 - A1-B1-B2 Ancona, via - Table 14 - B5 Table 18 - C1 Angelo della Pergola, via - Table 14 - B2 Angera, via privata - Table 6 - A5 Table 14 - D1 Appiani, Andrea, via - Table 14 - C4-C5 Appio, Claudio, piazza - Table 14 - C1 Aprica, via dell' - Table 4 - D5 Table 14 - A1 Archinto, Carlo, piazza - Table 14 - B2 Arese, Francesco, via - Table 14 - B1-C1 Arnaldo da Brescia, via - Table 14 - A2 Assereto, via degli - Table 14 - C2 Baiamonti, Antonio, piazzale - Table 14 - A3-A4 Bassi, Ugo, via - Table 14 - A1-B2 Bellani, Ettore, via - Table 14 - C2-C3 Bernina, via - Table 5 - A5 Table 14 - A1 Bertoni, Renzo, via - Table 14 - C5 Biancamano, piazzale - Table 14 - A4-A5 Boltraffio, Gian antonio, via - Table 14 - A1-B1 Bonnet, Nino, via - Table 14 - B3-B4 Bordoni, Antonio, via -

69. Entrez PubMed Francesco bonaventura cavalieri (15981647) Ghosh D. Publication Types BiographyEditorial Historical Article MeSH Terms History of Medicine, 17th Cent. http://www.ncbi.nlm.nih.gov/entrez/query.fcgi?cmd=Retrieve&db=PubMed&list_uids=9

70. Enciclopedia :: 100cia.com Translate this page bonaventura cavalieri. (En este momento no hay texto en esta p�gina. Para iniciarel art�culo, click editar esta p�gina (http//es.wikipedia. http://100cia.com/enciclopedia/Bonaventura_Cavalieri

Portada Artículos favoritos Vea sus documentos y artículos favoritos pulsando aquí No hay artículos favoritos todavía. documentos sin leer: Siguiente doc sin leer Borrar los docs leídos Borrar todos los docs ¡Webmaster! ¿Quieres tener los contenidos de 100cia.com en tu página? Pulsa aquí Buscar: en Google en noticias en Enciclopedia Estás en: 100cia.com > Enciclopedia Bonaventura Cavalieri (En este momento no hay texto en esta p�gina. Para iniciar el art�culo, click editar esta p�gina http://es.wikipedia.orgBonaventura_Cavalieri Información de Wikipedia (Licencia de uso GFDL) e Internet ¿Sabías que Dino Segre Pitigrilli (Escritor italiano. 1.893 - 1.975) dijo...? Si das con una buena mujer serás feliz; y si no te volverás filósofo, lo que siempre es útil para el hombre. Acerca de Sync.es Webs amigas: AstroRED CanalGame AweZoom

71. A Cura Di Lucio Lombardo-Radice “GEOMETRIA DEGLI INDIVISIBILI DI BONAVENTURA CA Translate this page Nasce a Milano bonaventura cavalieri (Il cognome è di grafia incerta troviamo 1647 Muore in Bologna bonaventura cavalieri. Nello stesso anno muore a http://www.maecla.it/bibliotecaMatematica/go_file/LOMBARDO_RADICE2.htm

Ultimo aggiornamento: A cura di Lucio Lombardo-Radice “GEOMETRIA DEGLI INDIVISIBILI DI BONAVENTURA CAVALIERI” , Classici U.T.E.T. (Unione Tipografico – Editrice – Torinese), 1966 Questo volume rappresenta la prima edizione italiana integrale della Geometria di Cavalieri, completata da due Appendici, quindi esso si compone di tre parti: Traduzione integrale in italiano, dal latino, dei sette libri della “Geometria indivisibilibus continuorum nova quadam ratione promota” , la principale opera nella quale B. Cavalieri si propone di promuovere la geometria col nuovo metodo degli «indivisibili»; Antologia di lettere di Cavalieri a Galilei (Appendice I: La discussione con Galileo . Sotto tale titolo è pubblicata una scelta di lettere di Bonaventura Cavalieri a Galilei. Il criterio della scelta è stato il seguente: raccogliere tutte, o quasi tutte, le lettere nelle quali si parla di «indivisibili» ed esse soltanto; Versione integrale dal latino in italiano della Exercitatio Tertia, In Paulum Guldinum e Societate Jesu dicta Indivisibilia oppugnantem

72. Using Projects In The Mathematics Classroom To Enhance Instruction And Incorpora cavalieri, bonaventura Ch ungchih, Tsu Chatelet, Emilie du Clayton, WilliamWaldon Shiefflin Cox, Elbert Frank Descartes, Rene Einstein, Albert http://jwilson.coe.uga.edu/EMT668/EMT668.Folders.F97/Anderson/nctm 99 San Franci

Using Projects in the Mathematics Classroom to Enhance Instruction and Incorporate History of Mathematics Paper Presented at the NCTM 77th Annual Meeting San Francisco, California April 22, 1999 Dawn Leigh Anderson University of Georgia Students should have numerous and varied experiences related to the cultural, historical, and scientific evolution of mathematics so that they can appreciate the role of mathematics in the development of our contemporary society and explore relationships among mathematics and the disciplines it serves: the physical and the life sciences, the social sciences, and the humanities ( Standards , 1989, p. 5). Learning to communicate mathematically Integrating projects into the mathematics curriculum gives students opportunities to read, write, and discuss ideas. The very act of communicating mathematics forces students to engage in "doing" mathematics. Guidelines for Developing a Mathematics Project WHO STUDENT, TEACHER, PARENT Role of the STUDENT Select a topic of interest Research the topic in depth Prepare and organize the written report and project Demonstrate the project (orally) SHOW NOT TELL Role of the TEACHER Provide enthusiasm so students will want to do the project Have available selection of ideas, suggestions, and references

73. History Of Astronomy: What's New At This Site On July 22, 1999 cavalieri, bonaventura (1598?1647). Short biography and references From theCatholic Encyclopedia, 1913. D. Delisle, Guillaume (1675-1726) http://www.astro.uni-bonn.de/~pbrosche/new/new990722.html

History of Astronomy What's new History of Astronomy: What's new at this site on July 22, 1999 Some URLs have been updated. Welcome / About Site map (complete Table of Contents) updated Citation Index updated Dead Links updated Acknowledgements updated History of astronomy Persons A Alenio, Giulio (1582-1644) Short biography and references From the Catholic Encyclopedia, 1913 Alexandre, Dom Jacques (1653-1734) Short biography and reference From the Catholic Encyclopedia, 1913 Arnaldus Villanovanus [Arnaldus of Villanueva] (1235/1240-1312/1313) Short biography and references From the Catholic Encyclopedia, 1913 B Bardesanes [Bar-Daisan] (154(164?)-222) Short biography and references From the Catholic Encyclopedia, 1913 Bouvet, Joachim (?-1732) Short biography and references From the Catholic Encyclopedia, 1913 C Castner [Kastner], Caspar (1655-1709) Short biography and references From the Catholic Encyclopedia, 1913 Cauchy, Augustin Louis [Augustin-Louis] (1789-1857) Short biography and references From the Catholic Encyclopedia, 1913

74. History Of Astronomy: Index Of Persons 1791); Castner Kastner, Caspar (16551709); Cataldi, Pietro Antonio (1552-1626);Cauchy, Augustin Louis (1789-1857); cavalieri, bonaventura (1598? http://www.astro.uni-bonn.de/~pbrosche/persons/pers-index.html

History of Astronomy Persons History of Astronomy: Index of Persons A Aaronson, Marc (1950-1987) Abbadie, Antoine Thompson d' (1810-1897) Abbe, Cleveland (1838-1916) Abbe, Ernst (1840-1905) Abbon de Fleury [Abbo of Fleury; Albo; Albon Floriacensis] (c. 945-1004) Abbot, Charles Greeley (1872-1973) Abbott, Francis (1799-1883) Abbott, Francis (jnr) (1834-1903) Abel, Niels Henrik (1802-1829) Abell, George Ogden (1927 - 1983) Abetti, Antonio (1846-1928) Abetti, Giorgio (1882-1982) Abiosi [Abbiosi], Giovanni Battista [Jean-Baptiste] (fl. 1490-1520) Ablufarabius: see al-Farabi, Mohammed (ca. 870-950) Abney, Sir William de Wiveleslie (1843-1920) Abraham bar Hiyya Ha-Nasi [Abraham Ben Chaja [Chija]; Abraham Judaeus] (ca. 1070-1136(?)) Abraham Ben Dior [Ben David, Harischon; Josophat Ben Levi] (12th c.) Abraham ben Meir ibn Ezra: see Ezra, Abraham ben Meir ibn (1092-1167) Abraham Zachut (15th c.) Abu Abdallah al-Battani (868-929): see al-Battani Abu al-Hasan: see Ali Ibn Rabban al-Tabari (838-870) Abu Ali Hasan Ibn al-Haitham (965-1040): see al-Haitham Abu al-Nasr al-Farabi (870-950): see al-Farabi Abu Dschaasar Almansur (712-775) Abu Hamid al-Ghazali (1058-1128): see al-Ghazali Abu Mashar: see Albumazar (787-885) Abu Raihan al-Biruni (973-1048): see al-Biruni Abu'l Fida [Abulfeda], Ismail (1273-1331)

75. Pronunciation cavalieri, bonaventura (15981647) (kä val YAY ree) Clairaut,Alexis-Claude (1713-1765) (kla ROW, as in row your boat). d Alembert, Jean LeRond (1717-1783) http://www.math.ucla.edu/~bnewdelm/Pronunciation.htm

This list is for my math-hommies Stop teasing me !!!!!!! Agnesi, Maria Gaetana (1718-1799) (an YAY zee) Bernoulli, Jakob/Jacques/James (1654-1705)(ber NOO lee) Bernoulli, Johann/Jean/John (1667-1748) (ber NOO lee) Cauchy, Augustin-Louis (1789-1857) (ko SHE) Clairaut, Alexis-Claude (1713-1765) (kla ROW, as in row your boat) Dedekind, Richard (1831-1916) (DA de kint) Dirichlet, Peter Lejune (1805-1859) (dee ree KLAY) Euclid (YOU klid) Eudoxus (408-355 B. C.) (you DOK sis) Euler, Leonhard (1707-1783) (OI ler) Fourier, Jean Baptiste Joseph (1768-1830) (foo RYAY) Heine, Eduard (1821-1881) (HI na, not a long a) Hermite, Charles (1822-1901) (er MEET) Kronecker, Leopold (1823-1891) (KROW nek er) Kummer, Ernst (1810-1893) (KUM er) Laplace, Pierre-Simon de (1749-1827) (la PLAS) Lebesgue, Henri (1875-1941) (la BEG) in some elite cultures (la BAHJE) Leibniz, Gottfried Wilhelm (1646-1716) (LIP nits, long i) Napier, John1550-1617) (NAY pee air) Noether, Emmy (1882-1935) (NOI ter)

76. LUDOVICO SERENAI A BONAVENTURA CAVALIERI In Bologna, Lettera Del 26 Ottobre 1647 Translate this page LOV1CO SERENAI a bonaventura cavalieri in Bologna. Firenze, 26 ottohre 1647.In OPERE DEI DISCEPOLI DI GALILEO, Carteggio 1642-1648, a cura di P. Galluzzi http://www.imss.fi.it/multi/torricel/le261047.html

Istituto e Museo di Storia della Scienza, Firenze, Italia [LOV1CO SERENAI] a BONAVENTURA CAVALIERI in Bologna. Firenze, 26 ottohre 1647. In OPERE DEI DISCEPOLI DI GALILEO , Carteggio 1642-1648, a cura di P. Galluzzi e M. Torrini, Firenze Giunti-Barbera 1975, Vol. I, pp. 419, 420 Al Padre Frate Buonaventura Cavalieli, Lettore di matematiche nello Studio di Bologna, 26 ottobre 1647. Molt'Ill.re e m.to R.do P.re Sig.r mio P.ron Col.mo So che il mio nome sarà nuovo a V. P. m.to R. e che l'infausta occasione di darmele a conoscere glelo potrà rendere odioso, ma confido che la sua prudenza mi sarà benigna e quando in me non riconosca altro di buono che l'essere stato amico cordiale e confidente del Sig.r Vangelista Torricelli, riceverà in buon grado quest'offizio ch'io devo passar seco con tanto mio cordoglio. , fra' quali quello del Ser.mo Gran Duca. S'aggraviò assai al nono giorno, e morì finalmente la notte succedente al dì 24 corrente su le dieci ore e un quarto, con pianto univelsale della città e particolarmente degli amici, e con sentimento straordinario del Ser.mo P.rone, come io so che sarà di V. P. e di tutti i litterati. Devo anco, per ricordo espresso lasciatomi dal Sig.r Torricelli, significare a V. P. che alle settimane andate passò per questa città il S.r Gioseffo Piantanida di Milano, suo nipote, il quale, coll'intercessione del nome e parentado di V.P. impetrò da lui in presto quindici scudi di questa moneta e ne lasciò ricevuta appresso al S.r Vangelista, quale desiderava che V. P. fusse quella che ne procacciasse il rimborso a' suoi fratelli et eredi, nel qual caso io sarei pronto a mandarle la detta ricevuta, già che non sono ancora comparsi i fratelli.

77. Short Bibliographies 4.4 bonaventura cavalieri (15981647). cavalieri became a Jesuate (not a Jesuitas is frequently stated) at an early age and it was because of that that he http://www.math.wpi.edu/IQP/BVCalcHist/calc4.html

Previous: Selected Problems from the History of the Infinite Series Next: Computer Algebra Systems Home: Table of Contents 4. Short Biographies 4.1 Introduction The following chapter is meant to provide brief biographies of the mathematicians that significantly contributed to the development of the Calculus. 4.2 Gregory of St. Vincent (1584-1667) A Jesuit teacher in Rome and Prague, he later became a tutor in the court of Philip IV of Spain. He tried to "square the circle" (constructing a square equal in area to circle using only a straight edge and compass) throughout his life, and discovered several interesting theorems while doing so. He discovered the expansion for log(1 + x ) for ascending powers of x . Eventually, he thought he had squared the circle, but his method turned out to be equivalent to the modern method of integration. He successfully integrated x in a geometric form which is equivalent to the natural logarithm function. 4.3 Rene Descartes (1596-1650) Rene Descartes was a philosopher of great acclaim. The idea that humans may make mistakes in reasoning is the foundation of his philosophy. He cast aside all traditional beliefs and tried to build his philosophy from the ground up, based on his reasoning alone. In his search for a base on which he might begin to build his reconstructed view of the world, he doubted the reality of his own existence. The existence of his doubt persuaded him to formulate the famous maxim, "I think, therefore I am."

78. This Table Contains DML Bibliographic Items From Various item_end item_author cavalieri, bonaventura item_title Geometria IndivisibilibvsContinvorvm Noua quadam ratione promota. http://www.mathematik.uni-bielefeld.de/~rehmann/DML/dml_items

# # This table contains DML bibliographic items from various repositories. # # Coding is as follows: # # Every line starting with a '#' is a comment # # the list of items from any repository is preceded by lines like the following: # # nick: # name: # addr: # comm: # (possibly other colon separated pairs, first component should begin with "item_") # item_end: Ordnung und zugehörige Modulfunctionen der N

79. Enciclopedia Católica Translate this page Caussin, Nicolas Predicador y moralista jesuita francés (1583-1651) Cautiveriosde los Israelitas Cavagnis, Felice cavalieri, bonaventura http://www.enciclopediacatolica.com/cas.htm

Search this site powered by FreeFind Cas-Cin Cab-Car Cip-Com Con-Cyz Casa de Loreto, Santa Casa de Malatesta Casale Monferatto Casali, Giovanni Battista Casanare Casanata, Girolamo Caserta Casey, John (Juan) Casgrain, Henri Raymond Cashel Casiano, Juan Casimiro Ubaghs Casimiro, San Casino, Alberico de Monte Casiodoro Casium Casoria, Giuseppe, Cardenal Casot, Jean-Jacques (Juan Jacobo) Cassander, George (Jorge) Cassani, Joseph Cassano all' Ionio Casserly, Patrick (Patricio) San Cassidy, Edward Idris, Cardenal Cassidy, William (Guillermo) Cassini, Giovanni Domenico (Juan Domingo) - Cassovia Castabala Castagno, Andrea Castellammare di Stabia Castellaneta (Castania) Castellanos, Juan de Castelli, Benedetto Castelli, Pietro (Pedro) Castello, Giovanni Battista Pintor italiano, escultor y arquitecto(1509-1579) Castidad Castiglione, Baldassare Castiglione, Carlo Ottavio (Carlos Octavio) Castiglione, Giovanni Benedetto Castillo Lara, S.D.B., Rosalio José, Cardenal Castner, Caspar Misionero jesuita en China (1655-1709) Castoria Castracane degli Antelminelli, Francesco

80. Writing Activities Bolyai, Janos; Carver, George Washington; Carver, George Washington again;cavalieri, bonaventura; Drew, Charles Richard; du Chatelet, Gabrielle Emilie http://www.math.wichita.edu/history/activities/writing-act.html

Writing Activity Home Historical Mathematicians Writing Project Grades 5-12 Introduction: Small student groups will use the Internet and other traditional sources to research historically significant mathematicians, write a paper, and creatively present research in class. Prior Knowledge Research skills Paper Writing Skills Word Processing Skills Internet Site Location Skills Student Project Guidelines This in an integrated cooperative learning project for grades 5-12 which allows students to research through Internet sites and traditional methods a historically significant mathematician. Students research the mathematician's personal background and upbringing, education, and their significant contribution to mathematics. Students gain a clearer understanding of a great mathematical discovery and the person behind it. The last component is a creative class presentation/lecture by each group. Learning Advice: As groups work in class, monitor how the groups are working together. I suggest that a teacher schedule 1 or 2 short conferences with the groups to help keep the groups focused and on track. If computer access is limited, I suggest that teachers assign groups a block of time to begin.

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