1. Syllogismos - Riccati Vincenzo Translate this page Matematica. A Letter by Vincenzo Riccati (1775). Una Lettera di VincenzoRiccati (1775). Padova. riccati vincenzo (1707-1775). p. 1 (nn). http://www.syllogismos.it/libristorici\riccativcuneo.htm

History and Epistemology for Mathematics Education Storia ed Epistemologia per la Didattica della Matematica A Letter by Vincenzo Riccati (1775) Una Lettera di Vincenzo Riccati (1775) Riccati, V. (1775?), Del Cuneo, Lettera Postuma al Signor Arciprete Gian Battista Nicolai, Professore d’Analisi nello Studio di Padova RICCATI Vincenzo (1707-1775) p. 1 (n. n.) p. 3 p. 6 p. 9 p. 12 p. 15 p. 18 p. 21 p. 24 p. 4 p. 7 p. 10 p. 13 p. 16 p. 19 p. 22 figure p. 5 p. 8 p. 11 p. 14 p. 17 p. 20 p. 23 See moreover: Si veda inoltre: Suzzi, G. Disquisitiones mathematicae , Lovisa, Venezia. Syllogismos.it History and Epistemology for Mathematics Education (Giorgio T. Bagni, Editor) Back to Library/Biblioteca Back to Syllogismos.it Main Page Torna a Syllogismos.it Pagina Principale

2. Syllogismos - Riccati Vincenzo Translate this page Matematica. A treatise by Vincenzo Riccati (1752). Un trattato di VincenzoRiccati (1752). Riccati riccati vincenzo (1707-1775). In this http://www.syllogismos.it/libristorici\riccativincenzo.htm

History and Epistemology for Mathematics Education Storia ed Epistemologia per la Didattica della Matematica A treatise by Vincenzo Riccati (1752) Un trattato di Vincenzo Riccati (1752) Riccati, V. (1752), De usu motus tractori in constructione Aequationum Differentialium Commentarius , Lelio della Volpe, Bologna RICCATI Vincenzo (1707-1775) In this work we can find a method based upon a physical model, suggested (but not proved) by Clairaut (1713-1765) in 1742: so Vincenzo Riccati did not try to obtain general methods to solve differential equations: he considered a particular class of problems and examinated such equations from an unusual point of wiew. In particular, the Author proposes the differential equation: “formula, de qua saepe locuti sumus” ( Commentarius , p. 63) in “Caput Octavum. Construuntur omnes aequationes differentiales, in quibus nulla inest summatoria ex duabus indeterminatis coalescens” ( Commentarius , pp. 62-72). Riccati suggests: If we differentiate, we have: and if we remember the given equation we can write: Finally we put: so that: “Analysis hujusmodi constructionem nos docet” ( Commentarius , p. 64): let KG =

3. Mathematicians Born In Italy Translate this page Malfatti Mascheroni Maurolico Mengoli Monte Nightingale Pacioli Padoa Peano PieriPincherle, Plana Poleni Porta Jacopo riccati vincenzo Riccati Ricci-Curbastro http://www.archimedes-lab.org/borninItaly.html

Previous Home Next Mathematicians born in Italy Click on the name below to go to the biography Agnesi Albanese Alberti Angeli ... Zeno of Elea Read here before copying and using any of our images or texts. Thanks Born in Italy top A question, a suggestion? Archimedes' Lab Suggest this page to a friend Enhance your Webpages Share ideas and discoveries with other puzzle fans contact us Concept: Archimedes' Lab e-m@il

4. Biography-center - Letter R mcs.stand.ac.uk/~history/Mathematicians/ riccati.html. riccati, vincenzo. www-history.mcs.st-and.ac.uk/~history/ Mathematicians/riccati_vincenzo.html. Ricci, Marco http://www.biography-center.com/r.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 R 511 biographies www-history.mcs.st-and.ac.uk/~history/Mathematicians/Renyi.html R. M., Williams www.abc.net.au/btn/australians/rmwilliams.htm Rabbitt, Eddie elvispelvis.com/eddierabbitt.htm Rabi, Isidor www.pbs.org/wgbh/amex/bomb/peopleevents/pandeAMEX80.html Rabi, Isidor Isaac www.nobel.se/physics/laureates/1944/rabi-bio.html Rabiah ibn Kab, www.usc.edu/dept/MSA/history/biographies/sahaabah/bio.RABIAH_IBN_KAB.html Rabin, Yitzhak www.nobel.se/peace/laureates/1994/rabin-bio.html Rabinow, Jacob web.mit.edu/invent/www/inventorsR-Z/rabinow.html Rachmaninoff, Sergei www.island-of-freedom.com/RACH.HTM Rackham, Arthur www.bpib.com/illustrat/rackham.htm#rackhamtop www-history.mcs.st-and.ac.uk/~history/Mathematicians/Rado.html Rademacher, Hans

5. Riccati_Vincenzo vincenzo riccati. vincenzo riccati was the second son of Jacopo riccatiand his early education was at home and from the Jesuits. http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Riccati_Vincenzo.html

Vincenzo Riccati Born: 11 Jan 1707 in Castelfranco Veneto (near Treviso), Italy Died: 17 Jan 1775 in Treviso, Italy Click the picture above to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Vincenzo Riccati was the second son of Jacopo Riccati and his early education was at home and from the Jesuits. He entered the Jesuit order in 1726 going to the Jesuit College in Piacenza in 1728 to teach literature. In 1729 he moved to Padua, then to Parma in 1734, studied theology in Rome for a while, then returned to Bologna in 1739 where he taught mathematics in the College of San Francesco Saverio for 30 years. Vincenzo continued his father's work on integration and differential equations . He was skilled in hydraulic engineering and carried out flood control projects which saved the Venetian and Bolognian region from flooding. Vincenzo studied hyperbolic functions and used them to obtain solutions of cubics . He found the standard addition formulas for hyperbolic functions, their derivatives and their relation to the exponential function. Lambert is often cited as the first to introduce the hyperbolic fuctions but he did not do so until 1770 while Vincenzo Riccati's work (some joint with Saladini) was published between 1757 and 1767.

6. Riccati_Vincenzo Biography of vincenzo riccati (17071775) vincenzo riccati. Born 11 Jan 1707 in Castelfranco Veneto (near Treviso), Italy vincenzo riccati was the second son of Jacopo riccati and his early http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Riccati_Vincenzo.html

Vincenzo Riccati Born: 11 Jan 1707 in Castelfranco Veneto (near Treviso), Italy Died: 17 Jan 1775 in Treviso, Italy Click the picture above to see a larger version Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Vincenzo Riccati was the second son of Jacopo Riccati and his early education was at home and from the Jesuits. He entered the Jesuit order in 1726 going to the Jesuit College in Piacenza in 1728 to teach literature. In 1729 he moved to Padua, then to Parma in 1734, studied theology in Rome for a while, then returned to Bologna in 1739 where he taught mathematics in the College of San Francesco Saverio for 30 years. Vincenzo continued his father's work on integration and differential equations . He was skilled in hydraulic engineering and carried out flood control projects which saved the Venetian and Bolognian region from flooding. Vincenzo studied hyperbolic functions and used them to obtain solutions of cubics . He found the standard addition formulas for hyperbolic functions, their derivatives and their relation to the exponential function. Lambert is often cited as the first to introduce the hyperbolic fuctions but he did not do so until 1770 while Vincenzo Riccati's work (some joint with Saladini) was published between 1757 and 1767.

7. References For Riccati_Vincenzo References for vincenzo riccati. Articles GT Bagni, Differential equationsin the works of Jacopo and vincenzo riccati (Italian), Riv. Mat. Univ. http://www-gap.dcs.st-and.ac.uk/~history/References/Riccati_Vincenzo.html

References for Vincenzo Riccati Biography in Dictionary of Scientific Biography (New York 1970-1990). Articles: G T Bagni, Differential equations in the works of Jacopo and Vincenzo Riccati (Italian), Riv. Mat. Univ. Parma L Conte, Vincenzo Riccati e il caso irriducibile dell'equazione cubica, Period. Mat. M Gliozzi, Teoremi meccanici di Vincenzo Riccati (Italian), Physis - Riv. Internaz. Storia Sci. G Loria, Storia delle matematiche (Milan, 1950), 663, 681, 706, 725. A A Michieli, Una famiglia di matematici e di poligrafi trivigiani : i Riccati. II. Vincenzo Riccati, Ist. Veneto Sci. Lett. Arti. Parte II. Cl. Sci. Mor. Lett. Main index Birthplace Maps Biographies Index History Topics ... Anniversaries for the year JOC/EFR December 1996 School of Mathematics and Statistics University of St Andrews, Scotland The URL of this page is: http://www-history.mcs.st-andrews.ac.uk/References/Riccati_Vincenzo.html

8. Riccati_Vincenzo Portrait vincenzo riccati. JOC/EFR September 2003 http//wwwhistory.mcs.st-andrews.ac.uk/ PictDisplay/riccati_vincenzo.html http://www-history.mcs.st-and.ac.uk/~history/PictDisplay/Riccati_Vincenzo.html

Vincenzo Riccati JOC/EFR September 2003 The URL of this page is: http://www-history.mcs.st-andrews.ac.uk/PictDisplay/Riccati_Vincenzo.html

9. (ORESME, Nicole)., Nicole Oresme And The Medieval Geometry Of Qualities And Moti riccati, vincenzo. Dialogo dove ne Congressi di piu Giornate delleForze Vive e dell Azioni delle Forze Morte si tien Discorso. http://www.polybiblio.com/jahill/HillBibl-Selections692.0.html

Jonathan A. Hill, Bookseller Inc. (ORESME, Nicole). Nicole Oresme and the Medieval Geometry of Qualities and Motions, a Treatise on the Uniformity and Difformity of Intensities known as Tractatus de Configurationibus Qualitatum et Motuum. Madison: Univ. of Wisconsin Press, 1968. This item is listed on Bibliopoly by Jonathan A. Hill, Bookseller Inc. ; click here for further details.

10. RICCATI, Vincenzo;, Dialogo Dove Ne' Congressi Di Piu'giornate Delle Forze Vive delle Forze Vive e dell azioni delle Forze Morte si tien Discorso. http://www.polybiblio.com/basane/593.html

Librairie Thomas-Scheler RICCATI, Vincenzo; Dialogo Dove ne' congressi di piu'giornate delle Forze Vive e dell'azioni delle Forze Morte si tien Discorso. Bologna Nella Stamperia di Lelio dalla Volpe 1749 In-4 de 428 pp. ch., 11 pl. h.-t. et 1 f. n. ch. ; vélin, tranches rouges. (Reliure de l'époque). This item is listed on Bibliopoly by Librairie Thomas-Scheler ; click here for further details.

11. Biografia De Riccati, Vincenzo Translate this page riccati, vincenzo. (Castelfranco, 1707-Bolonia, 1775) Matemático italiano.Miembro de la Compañía de Jesús, ejerció la docencia en Bolonia. http://www.biografiasyvidas.com/biografia/r/riccati_vincenzo.htm

Inicio Buscador Utilidades Recomendar sitio Enlaces Riccati, Vincenzo (Castelfranco, 1707-Bolonia, 1775) Matemático italiano. Miembro de la Compañía de Jesús, ejerció la docencia en Bolonia. Se dedicó al estudio de las ecuaciones diferenciales y utilizó las funciones hiperbólicas para la resolución de problemas geométricos. Inicio Buscador Recomendar sitio

12. Índice Alfabético - R Translate this page II el Bueno Ricardo III, llamado el Jorobado Ricardo, David Ricardos, Antonio Ricasoli,Bettino, barón riccati, Jacopo Francesco riccati, vincenzo Ricci o Rizi http://www.biografiasyvidas.com/biografia/r/index0009.htm

Inicio Buscador Utilidades Recomendar sitio Enlaces R Riart, Luis Alberto Riba, Carles Ribalta, Francisco Ribalta, Juan ... Riccio, Domenico, llamado il Brusasorci Inicio Buscador Recomendar sitio

13. Sources For The Math Symbols And Words Pages riccati, vincenzo. Vincentii riccati Soc. Jesu Opusculorum ad res physicas, mathematicas pertinentium tomus primus http://members.aol.com/jeff570/sources.html

Sources for the Math Symbols and Words Pages Abbreviations: OED2 refers to the Oxford English Dictionary, Second Edition; MWCD10 is Merriam-Webster's Collegiate Dictionary, Tenth Edition; RHUD2 refers to the Random House Dictionary of the English Language, Second Edition Unabridged. If the earliest use of a word known to Webster is its appearance in a dictionary, the date is preceded by "ca."; in those cases, it can be assumed earlier uses of those words exist. JSTOR refers to the web site http://www.jstor.org/ The following written sources have been used. Abbott, David, general editor. The Biographical Dictionary of Scientists: Mathematicians. New York: Peter Bedrick Books, 1985. Aldrich, J. Doing least squares: perspectives from Gauss and Yule. International. Statistical Review, Aldrich, J. (1995) "Correlations Genuine and Spurious in Pearson and Yule," Statistical Science, Aldrich, J. The Language of the English Biometric School, International Statistical Review, Vol. 71(1), pp. 109-131, (2003). Asimov, Isaac.

14. Jonathan A. Hill Catalogue 158W - Section 1, Items 1 - 17 Selections692. riccati, vincenzo.Dialogo dove ne' Congressi di piu' Giornate delle Forze Vive First edition. riccati (1707-75), a member of the distinguished mathematical family http://www.bookmarque.net/J.Hill/PageGenerator.cfm?CFID=89131&CFTOKEN=132480

15. Bibliography For Edward Waring Merril, London, 1760. vincenzo riccati. Esame del metodo, col quale il Chiarissimo Sig e filologici, XXI(XV), 1771. vincenzo riccati. Esame del metodo, col quale il Dottissimo Sig http://coldrain.net/lucas/waring-bib.html

16. Provider Veneto (2) Su Scovato! Translate this page www.nelmiocomune.com 27 www.informacitta.it vincenzo riccati (ing).Castelfranco Veneto Provider. Punti PresenzaNettuno. Seven http://www.scovato.it/internet/internet_provider/provider Veneto-2.html

showAdv('up') Home Page Aggiungi ai Preferiti Imposta Home Contatti ... Proponi un Sito ..: Directory Principali :.. A tavola Bellezza e Benessere Casa Computer ... Videogiochi ..: Gli Scovatissimi :.. Arredamento Alberghi Bologna Diamanti Hotel Roma ... Masterizzatori Abbiamo scovato Provider Veneto Sono stati scovati i seguenti risultati di " Provider Veneto "; ecco quelli da 21 a 40: Ti consigliamo di visitare i risultati della ricerca di rilevante per la pagina in cui sei ora FAI - Federazione Regionale del Veneto Conftrasporto - Il sito della Confederazione del Trasporto della Spedizione e della Logistica contiene informazioni sulla politica e sulle leggi del settore trasporto merci su strada, le circolari... FAI Federazione Regionale del Veneto - Via F.ll... www.faiveneto.com Assistenza e Garanzia - Compaq ... PIEMONTE. PUGLIA. TOSCANA. VENETO. EMILIA ROMAGNA. ASYSTEL S.P.A. ... DEALER SERVICE PROVIDER SERVIZI CONSUMER. VENETO. ASYSTEL S.P.A ... www.xtshopping.com TREVISO OnLine - Primo Internet Service Provider Città di... TREVISO OnLine dal 1995 fornisce tutti i servizi Internet per aziende, professionisti, enti e privati. www.avvolgimenti-elettrici.it

17. [HM] New Fermat Stamp; M For Slope (sorry) By Jeff Miller advised of a use of m for slope by vincenzo riccati. This of course is much earlier than 1842 earliest use I was aware of. riccati used y = mx + n http://mathforum.com/epigone/historia_matematica/rerdgrerkeld

[HM] New Fermat stamp; m for slope (sorry) by Jeff Miller reply to this message post a message on a new topic Back to Historia-Matematica Discussion Group Subject: [HM] New Fermat stamp; m for slope (sorry) Author: JeffM@sanctum.com Date: Mon, 10 Sep 2001 17:50:29 -0400 On the occasion of his 400th birthday, France has just issued an interesting stamp depicting Fermat. I believe this is the first French stamp depicting Fermat. You can see it at http://www.geocities.com/mathstamps/ or http://jeff560.tripod.com/ (The above two websites are, for now, identical.) On an unrelated and, I suppose, inconsequential matter, I have been advised of a use of m for slope by Vincenzo Riccati. This of course is much earlier than the 1842 earliest use I was aware of. Riccati used y = mx + n. Some more information is at http://members.aol.com/jeff570/geometry.html Regards, Jeff Miller (happy to have found an excuse to plug my web pages....) The Math Forum

18. List Of Mathematical Topics (P-R) Rhumb line Ribet Ribet, Ken A riccati equations Ricci curvature Ricciflow riccati, Jacopo Francesco riccati, vincenzo Rice s theorem http://www.fact-index.com/l/li/list_of_mathematical_topics__p_r_.html

Main Page See live article Alphabetical index List of mathematical topics (P-R) See list of mathematical topics for the purpose and extent of this list. A-C D-F G-I J-L ... M-O - P-R - S-U V-Z P P-adic analysis P-adic number P-adic numbers P-group ... Parameter Parametrization Pareto distribution Pareto interpolation Parity Parity bit ... Password length equation Pasta, John Path Path integral Path-connected topological space Payoff matrix ... Penrose, Roger Penrose stairs Penrose tiling Penrose triangle Pentagonal number theorem Pentomino ... Permutation matrix Perrin pseudoprime Perron Integral Perspective Perspective distortion Perturbation theory Pervouchine Pervushin Pervushin, Ivan Mikheevich Petersen graph Petersen, Julius Peter-Weyl theorem Phase diagram ... Phase (waves) Phasor Phenomenology Philolaus Philosophy of mathematics Photon ... Pick's theorem Talk:Pick's theorem - PID controller Pigeonhole principle Pincherle derivative Pisanski, Tomas Pitman-Koopman-Darmois theorem Planar graph Planck, Max Plane ... Poisson distribution Poisson equation Poisson process Poisson, Siméon-Denis

19. WisFaq! Antwoord. Beste Alexander, Als Engels geen probleem voor je is kun jekijken op Jacopo riccati of zijn zoon vincenzo riccati Mvg Peter http://www.wisfaq.nl/showrecord3.asp?id=15528

20. Catalogo Articoli riccati, vincenzo Vincentii riccati De quarumdamformularum exponentialium integratione. De bononiensi scientiarum http://serials.cib.unibo.it/cgi-ser/start/it/spogli/ds-s.tcl?fasc_issn=1122-4150

A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z

Page 1     1-20 of 87    1  | 2  | 3  | 4  | 5  | Next 20