21. "RICCATI, Vincenzo;", Dialogo Dove Ne' Congressi Di Piu'giornate Delle Forze Viv de l époque). http://www.polybiblio.com/basane/1830.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.

22. Catalogo Articoli Translate this page riccati, vincenzo Vincentii riccati De quarumdam formularum exponentialiumintegratione. De bononiensi scientiarum et artium Instituto atque Academia http://serials.cib.unibo.it/cgi-ser/start/it/spogli/ds-s.tcl?authors=Riccati, Vi

23. Catalogo Articoli riccati, vincenzo De legibus mechanicis. http://serials.cib.unibo.it/cgi-ser/start/it/spogli/ds-s.tcl?soggetti=Mechanica

24. 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 Las figuras clave de la historia Reportajes Los protagonistas de la actualidad 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

25. Parabolique Hyperbolique Sphérique Pythagore Théorème Théorie Relativité Po Translate this page vincenzo riccati Lambert Beltrami, Poncelet Gauss Lobatchevski Bolyai RiemanPoincaré Arnold Sommerfeld Alfred Robb Vladimir Varicak http://www12.0038.net/~soroban-math/fra.html

TABLE des Matières SOROBANE nombre zéro purna ... Nouvelle Mécanique Relativité Arithmétique Théorème de Pythagore parabolique hyperbolique sphérique Trigonométrie sphérique plane hyperbolique LIENS Japonais anglais (PDF) francais allemand chinois SOROBAN MATH (TM) FEELING TECHNOLOGY INSTITUTE (TM) renouveler juillet.19.2758 ouvrir mai.8.2755 étudie Mathématiques par Sorobane (abaque) Ma idée est ..... Qu'est-ce que le zéro? Qu'est-ce que la purna? Qu'est-ce que un? Qu'est-ce que le nombre négatif? ... Exercices La Purna est un mot des Mathématiques Védique. La Purna n'est pas l' infini. Sorobane est un abaque (abacus) du japonais. Zéro et Purna Européen ne découvrent pas des idées du zéro et la purna. La science européen avais la structure comme la Tour. Européen inventérent des règle à calculer. Il est excellente la règle à calculer pour étudier les trois systèmes de la géométrie. Hindou (Indien) découvrent l' idée du zéro et la purna. La science de Hindou (Indien) avais la structure comme le Cosmos. Japonais développent les mathématiques du sorobane. La science japonaise avais la structure comme l' Éther.

26. List Of Mathematical Topics: Information From Answers.com Rhumb line Ribet riccati equation riccati, vincenzo Ricci curvature Ricci flat Ricciflat manifold Ricci flow Rice distribution http://www.answers.com/topic/list-of-mathematical-topics-r

showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping List of mathematical topics Wikipedia List of mathematical topics (R) List of mathematical topics A B C ... Q R S T U V ... Mathematicians R Rabdology Rabin automaton Rabinovich-Fabrikant equations Racetrack ... Redundancy (information theory) Reed, Irving Reed-Solomon code Reeh-Schlieder theorem Reference class problem Reflection ... Riccati equation Riccati, Vincenzo Ricci curvature Ricci flat Ricci-flat manifold Ricci flow ... Robertson-Seymour theorem Roberval paradox Robinson-Schensted algorithm Robot control Rodrigues' rotation formula Rolle's theorem Rollin Papyrus Roman arithmetic Roman letters used in mathematics Roman numerals Roman surface ... Rythmomachia This entry is from Wikipedia, the leading user-contributed encyclopedia. It may not have been reviewed by professional editors (see Mentioned In List of mathematical topics is mentioned in the following topics: List of mathematical topics (X) List of mathematics reference tables List of mathematical topics (Y) List of mathematical topics (J) list of mathematical topics List of mathematical topics in relativity Jacobson List of mathematical topics (Z) List of lists of mathematical topics List of mathematical topics (V-Z) Wikipedia information about List of mathematical topics This article is licensed under the GNU Free Documentation License . It uses material from the Wikipedia article "List of mathematical topics (R)" More from

27. JACOPO FRANCESCO, COUNT RICCATI - LoveToKnow Article On JACOPO FRANCESCO, COUNT riccati, JACOPO FRANCESCO, COUNT (16761754), Italian mathematician, His sons,vincenzo (1707 1775) and Giordano (1709-1790), inherited his talents. http://25.1911encyclopedia.org/R/RI/RICCATI_JACOPO_FRANCESCO_COUNT.htm

JACOPO FRANCESCO, COUNT RICCATI RICCATI, JACOPO FRANCESCO, COUNT (1676-1754), Italian mathematician, was born at Venice on the 8th of May 1676, and died at Treviso on the 15th of April 1754. He studied at the university of Padua, where he graduated in 1696. His favorite pursuits were scientific, and his authority on all questions of practical science was referred to by the senate of Venice. He corresponded with many of the European savants of his day, and contributed largely to the Acta ErudiLorum of Leipzig. He was offered the presidency of the academy of science of St Petersburg; but he declined, preferring the leisure and independence of life in Italy. Riccatis name is best known in connection with his problem called Riccatis equation, published in the Acta Eruditorum, September 1724. A very complete account of this equation and its various transformations was given by J. W. L. Glaisher in the Phil. Trans. (1881). After Riccatis death his works were collected by his sons and published (1758) in four volumes. His sons, Vincenzo (1707 1775) and Giordano (1709-1790), inherited his talents. The former was professor of mathematics at Bologna, and published, among other works, a treatise on the infinitesimal calculus, Giordano was distinguished both as a mathematician and an architect. in China, he also devoted much time to answering the letters of the priests under him, a matter on which he spared no pains or detail. New converts had to be attended toalways welcomed, and never hustled away. Besides these came the composition of his Chinese books, the teaching of his people and the maintenance of the record of the mission history which had been enjoined upon him by the general of the order, and which he kept well up to date. Thus his labors were wearing and incessant. In May 1610 he broke down, and after an illness of eight days died on the 11th of that month. His colleague Pantoja applied to the emperor for a burying-I-lace outside the city. This was granted, with the most honorable official testimonies to the reputation and character of Ricci; and a large building in the neighborhood of the city was at the same time bestowed upon the mission for their residence.

28. Article About "List Of Mathematical Topics (P-R)" In The English Wikipedia On 24 Ken A riccati equations Ricci curvature Ricci flow riccati, JacopoFrancesco riccati, vincenzo Rice s theorem Riemann Riemann, http://fixedreference.org/en/20040424/wikipedia/List_of_mathematical_topics_(P-R

The List of mathematical topics (P-R) reference article from the English Wikipedia on 24-Apr-2004 (provided by Fixed Reference : snapshots of Wikipedia from wikipedia.org) List of mathematical topics (P-R) List of mathematical topics A-C D-F G-I ... Mathematicians P P-adic analysis P-adic number P-adic numbers P-group ... Password length equation Pasta, John Path Path integral Path-connected topological space Pattern ... Perpendicular Perrin pseudoprime Perron Integral Perspective Perspective distortion Perturbation theory Pervouchine Pervushin Pervushin, Ivan Mikheevich Petersen graph Petersen, Julius Peter-Weyl theorem Phase diagram ... Pincherle derivative Pisanski, Tomas Pisot-Vijayaraghavan number Pitman-Koopman-Darmois theorem Planar graph Plancherel, Michel ... Poisson distribution Poisson equation Poisson process Poisson, Siméon-Denis Poisson's equation Poisson summation formula ... Polyhedral compound Polygon triangulation Polyhedral dice Polyhedron Polylogarithm Polylogarithmic ... Polytrope Poncelet, Jean-Victor Poncelet-Steiner theorem Pontrjagin class Pontrjagin class Pontryagin duality Pontryagin duality ... Powerful number Powers, R. E

29. Sources For The Math Symbols And Words Pages Bd. 1 (1866), Bd. 2 (1868). riccati, vincenzo. Vincentii riccati Soc. Jesu Opusculorumad 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.

30. Earliest Uses Of Symbols From Geometry The earliest known use of m for slope appears in vincenzo riccati’s memoir Demethodo Hermanni ad locos geometricos resolvendos, which is chapter XII of the http://members.aol.com/jeff570/geometry.html

Earliest Uses of Symbols from Geometry Last revision: August 26, 2001 Lettering of geometric figures. The designation of points, lines, and planes by a letter or letters was in vogue among the ancient Greeks and has been traced back to Hippocrates of Chios (about 440 B. C.) (Cajori vol. 1, page 420, attributed to Moritz Cantor). Lettering of triangles. Richard Rawlinson in a pamphlet prepared at Oxford sometime between 1655 and 1668 used A, B, C for the sides of a triangle and a, b, c for the opposite angles. In his notation, A was the largest side and C the smallest (Cajori vol. 2, page 162). Leonhard Euler and Thomas Simpson reintroduced this scheme many years later, Euler using it in 1753 in (Cajori vol 2., page 162). Euler used capital letters for the angles. In 1866, Karl Theodor Reye (1838-1919) proposed the plan of using capital letters for points, lower case letters for lines, and lower case Greek letters for planes in a remarkable two-volume work on geometry, Die Geometrie der Lage (Cajori vol. 1, page 423).

31. Sample Chapter For Maor, E.: discovered around 1750 by vincenzo riccati, is that for both types of functionsthe independent variable can be interpreted geometrically as an area, http://www.pupress.princeton.edu/chapters/p5342.html

e : The Story of a Number. SEARCH: Keywords Author Title More Options Power Search Search Hints E-MAIL NOTICES NEW IN PRINT E-BOOKS ... HOME PAGE e : The Story of a Number Eli Maor Book Description Reviews Table of Contents Chapter 1: John Napier, 1614 ... Class Use and other Permissions . For more information, send e-mail to permissions@pupress.princeton.edu Preface It must have been at the age of nine or ten when I first encountered the number pi . My father had a friend who owned a workshop, and one day I was invited to visit the place. The room was filled with tools and machines, and a heavy oily smell hung over the place. Hardware had never particularly interested me, and the owner must have sensed my boredom when he took me aside to one of the bigger machines that had several flywheels attached to it. He explained that no matter how large or small a wheel is, there is always a fixed ratio between its circumference and its diameter, and this ratio is about 3 1/7. I was intrigued by this strange number, and my amazement was heightened when my host added that no one had yet written this number exactlyone could only approximate it. Yet so important is this number that a special symbol has been given to it, the Greek letter pi . Why, I asked myself, would a shape as simple as a circle have such a strange number associated with it? Little did I know that the very same number had intrigued scientists for nearly four thousand years, and that some questions about it have not been answered even today.

32. Informationen Ricci Translate this page by Field riccati, vincenzo Ricci, Matteo Ricci, Michelangelo Ricci, OstilioRicci, Ostilio Ricci-Curbastro, Gregorio Riccioli, Giambattista Riccioli, http://www.tomsvideopage.de/ricci.html

gewehrschaefte hartfaser wein online musik instrument ... hotels brighton Webseiten zu: ricci ricci informationen ricci ... ricci ... ricci ... ricci ... ricci ... Webseiten zu: ricci ricci Ostilio Ricci ... eine sich 118 List of Scientists by Field Riccati, Vincenzo Ricci, Matteo Ricci, Michelangelo Ricci, Ostilio Ricci ... http://www.tomsvideopage.de/ricci.html ;-) ~rIcCi AnD sTeInIs WoRlD~ ;-) ... Beschreiben Sie Ihre kostenlose Homepage hier bitte kurz. (c) ricci blum ricci blum ricci blum ricci blum ricci blum ricci blum Beschreiben Sie Ihre kostenlose Homepage hier bitte kurz. ;-) ~rIcCi AnD sTeInIs ... http://www.greatfriends.nixfree.com/ Views of Christina Ricci V1.2e ... of, starlet, Casper, actress, actresses, info, Now and Then, Ice Storm not just another Christina Ricci page, but a resourceful site for fans http://www.nightworks.de/ricci/ Views of Christina Ricci V1.2d ... Schauspielerin, Info, Now and Then, Ice Storm, Addams Family Nicht einfach eine weitere Christina Ricci Seite, sondern eine umfangreiche und informative Seite fuer Fans http://www.nightworks.de/ricci/index_d.html

33. Matematici Italiani M-R riccati, vincenzo (Castelfranco Veneto, Treviso 11 gennaio 1707 - Treviso http://encyclopedie-it.snyke.com/articles/matematici_italiani_m_r.html

Matematici italiani M-R Elenco in ordine alfabetico limitato alle iniziali M, N, ... R dei maggiori cultori della matematica che in Italia sono nati o hanno operato significativamente. Saranno disponibili anche elenchi di matematici italiani in ordine cronologico. Si vedano anche: Matematici italiani A-C Matematici italiani D-L Matematici italiani S-Z Matematici A-C ... R M Maccaferri, Eugenio ( Massa Lombarda Ravenna 22 ottobre Bologna ... 27 luglio Magari, Roberto ( Firenze Siena 5 marzo Magenes, Enrico ( Milano 15 aprile Maggi, Gian Antonio ( Milano 19 febbraio Milano 12 luglio Maggini, Mentore ( Empoli Firenze 6 febbraio - Collurania, Teramo 8 maggio Magistrini, Giambattista ([1?] - Magnaghi, Giovanni Battista ( 28 marzo 22 giugno Mago, Vincenzo ( Mainardi, Gaspare ( Abbiategrasso Milano giugno Lecco ... 9 marzo Maisano, Francesco ( Siena 13 marzo Palermo 2 giugno Maisano, Giovanni (Mezzoiuso, Palermo 23 maggio Palermo 30 giugno Malfatti, Gianfrancesco ( Ala Trento Ferrara 9 ottobre Mambriani, Antonio (Diolo di Soragna , Parma 24 marzo Parma 27 marzo Mammana, Carmelo ([19] - ) Mammana, Gabriele (

34. Matematici M-R riccati,vincenzo (Castelfranco Veneto, Treviso, 11 gennaio 1707 - Treviso, 17 gennaio 1775) http://encyclopedie-it.snyke.com/articles/matematici_m_r.html

Matematici M-R Elenco in ordine alfabetico limitato alle iniziali M, N, ... ed R delle maggiori personalit  della matematica Vedi Matematici con iniziale A B C D ... Z Saranno disponibili anche elenchi di matematici in ordine cronologico M Macintyre, Sheila Scott ( Edimburgo Scozia 23 aprile - Cincinnati, Ohio USA 21 marzo MacLane, Saunders (i.e. McLane) (Taftville, Connecticut USA 4 agosto Maclaurin, Colin (Kilmodan (Tighnabruaich), Cowal, Argyllshire, Scozia febbraio Edimburgo Scozia ... 14 giugno Magenes, Enrico ( Milano 15 aprile Maggi, Gian Antonio ( Milano 19 febbraio Milano 12 luglio Malfatti, Gianfrancesco ( Ala Trento Ferrara 9 ottobre Manara, Carlo Felice ( Novara Mandelbrot, Benoit Varsavia Polonia ... 20 novembre vive in Francia e USA Manin, Yurij (Simferopol, Ukraina 16 febbraio Premio Schock Marchionna, Ermanno ( Castel di Sangro L'Aquila 16 novembre Milano ... 2 dicembre Marcinkiewicz, Jozef (Cimoszka, Bialystok, Polonia 4 marzo Marcolongo, Roberto ( Roma 28 agosto Roma 16 maggio Marczewski, Edward ( Varsavia Polonia 15 novembre - Wroclaw, Polonia 17 ottobre Margulis, Grigory ( Mosca URSS 4 febbraio USA ... Medaglia Fields Markov, Andrei Andreevich (Ryazan

35. Origins Of Some Arithmetic Terms-2 The earliest known use of m for slope appears in vincenzo riccati?s memoir Demethodo Hermanni ad locos geometricos resolvendos, which is chapter XII of the http://www.pballew.net/arithme3.html

Math Words, pg 3 Back to Math Words Alphabetical Index Astroid The Astroid is the path of a point on a circle rolling inside another circle with a radius four times as large. The path is sometimes called a hypocycloid of four cusps because it is rolling under (hypo) the larger circle. The word astroid, which seems to be a different spelling of asteroid, comes from the Greek aster for Star. It seems that the name was applied as late as the 1800's. The parametric equation for an astroid with a circle of radius r rolling inside a circle of radius 4r is given by x(t)= 3r cos(t)+ r cos(3t), and y(t)= 3r sin(t)-r sin(3t). The figure can also be drawn with the equation x + y = R where R is the radius of the fixed circle, and R/4 is the radius of the rolling circle. This formula was known to Liebniz in 1715. The area of the astroid is 3/2 times the area of the rolling circle. It seems that the name astroid was not used until around 1836. Before that, and even afterward, it has gone by many names including tetracuspid (four cusps), cubocycloid, and paracycle. The length of the astroid is 6R and its area is 3 p R /8. Additional

36. Andrea Luchesi, And His Role In The Birth Of Haydn, Mozart And Beethoven Myths 5 GT Bagni, vincenzo, Giordano e Francesco riccati, Treviso 1993, p.123. ****Giordano riccati s conceiving of architecture can easily compared to that of http://itis.volta.alessandria.it/episteme/ep4/ep4tabog.htm

A case of damnatio personae Andrea Luchesi, and his role in the birth of Haydn, Mozart and Beethoven myths (Giorgio Taboga) I would like to thank the Department of Mathematics of the University of Bergamo, and especially professor Emilio Spedicato, who asked me to give a lecture on Andrea Luchesi. This allows me to reveal some falsities and reticences which hinder this musician's right appraisal and the understanding of his role in the birth of Haydn, Mozart and Beethoven's myths. Already in 1806, abbot Giannantonio Moschini described him as the well-known L.uchesi della Motta, then music master at the Cologne Elector's court (in Bonn), where he richly married and where he enjoyed every privilege. Although his name can be found on the head of the chapel in twenty Cologne court calendars, and his contacts with the three mythical figures are supported by documentary evidence, his name was expunged from their biographies. It is therefore only right to talk of erased genius, and not misunderstood, as the German musicologists have always been aware that his reappearance would cancel the myths built around the great self-taught people of the "Wiener Klassik".

37. R Translate this page AUTHOR Renieri, vincenzo (1606 - 1648) TITLE Tabulae Mediceae secundorum AUTHOR riccati, Jacopo TITLE De motuum communicationibus ex attractione http://www.philological.bham.ac.uk/bibliography/r.html

A - Al Am - Az Ba - Bi Bl - Bz ... Anon. Q - Z R AUTHOR "RR. C. S. J. A." TITLE Typus mundi in quo eius calamitates et pericula nec non divini, humanique amoris antipathia, emblematice proponuntur URL SITE Universiteit Utrecht Universiteitsbibliotheek SUBJECT Emblems NOTES Dpr of the 1627 Antwerp edition AUTHOR Raatz, Joseph TITLE Axiomata de curvis parallelis URL SUBJECT Mathematics NOTES Dpr of the 1861 Berlin edition AUTHOR Rabanus, Frater Peter TITLE Latin correspondance (1965) URL http://home.t-online.de/home/099191080-0002/briefwec.htm SITE St.-Michaels-Gymnasium, Munich SUBJECT Epistolography NOTES Html format TITLE Hippocratis ac Galeni libri aliquot, ex recognitione Francisci Rabelaesi URL SITE Biblioth¨ques Virtuelles Humanistes SUBJECT Medicine, philology NOTES Dpr of the 1532 Lyon edition AUTHOR Rabus, Johannes Wolfgangus TITLE De Pleuritide disputatio medica URL http://diglib.hab.de/drucke/201-1-quod-4/start.htm (download here SUBJECT Medicine NOTES Dpr of the 1580 Basel edition AUTHOR Rada, Juan de O. F. M. (d. 1608)

38. Cheetah NavFrame Italian Jesuit vincenzo riccati function. cos(x). Cosine of x. cosd(x). Cosine ofx in degrees. cosh(x). Hyperbolic cosine of x. cot(x). Cotangent of x http://www.chancemedia.com/bigcats/cheetah/navFrame.html

Cheetah Functions Click to add Arithmetic add(x, y) Addition of x and y dec(x) x - 1 divide(x, y) Division of x and y inc(x) x + 1 multiply(x, y) Multiplication of x and y subtract(x, y) Subtraction of x and y Complex abs(x) Absolute value of x Constants E The base of the natural log system EUCON Euler's constant Natural logarithm of 10 Natural logarithm of 2 PI Pi Square root of 1/2 Square root of 2 Discrete Math afact(x) Inverse factor of x (1 / 1) * (1 / 2) ... (1 / x) fact(x) Factor of x (1 * 2 * 3 ... x) Exponential cube(x) Cube x (x ^ 3) cuberoot(x) cube root of x exp(x) e to the power of x expm1(x) exp(x) - 1 frexp(x, exp) Calculate mantissa log(x) Natural logarithm of x log1p(x) log(1 + x) nthroot(x, y) x ^ (1 / y) pow(x, y) x to the power of y sq(x) Square x (x ^ 2) sqrt(x) Square root of x Financial compint(P, r, n, y)

39. Trivia - Numericana y = m x + n, vincenzo riccati (1757). y = m x + c, UK. y = m x + b, US, Canada.y = a x + b, France. y = k x + b, Russia. y = k x + m, Sweden http://home.att.net/~numericana/answer/trivia.htm

home index units counting ... physics Final Answers , Ph.D. Trivia Oldest unsolved mathematical problem : Are there any odd perfect numbers? Magnetic Field of the Earth : The south side is near the geographic north pole. What initiates the wind ? Well, primitive answers were not so wrong... Why "m" for the slope of a linear function y = m x + b ? [ English textbooks] The diamond mark on US tape measures corresponds to 8/5 of a foot. Naming the largest possible number , in n keystrokes or less ( Excel syntax). The "odds in favor" of poker hands : A popular way to express probabilities. Reverse number sequence (s) on the verso of a book's title page. Living species : About 1400 000 have been named, but there are many more. Dimes and pennies : The masses of all current US coins. Pound of pennies : The dollar equivalent of a pound of pennies is increasing! Nickels per gallon : Packing as much as 5252.5523 coins per gallon of space. The volume of the Grand Canyon would be 2 cm (3/4") over the entire Earth. The Oldest City in the World : Damascus or Jericho? USA Other trivia articles on this site: Switching calendars : Newton was not born the year Galileo died.

40. 26 vincenzo Lunardi (Lucca 1759 – Lisbon 1806) was the secretary of the Prince of Giordano riccati dedicated also his attention to music, and authored a http://www.papyrusrarebooks.com/CatWeb2.htm

n. 66 Aerostatics) (G. B. CHIARI) Raccolta di alcune poesie fatte in occasione del viaggio aereo eseguito in Milano dal Signor Capitano Vincenzo Lunardi da Lucca dedicata al merito singolare de’ nobilissimi signori milanesi. No date, place and publisher ( Milan , about 1790). 8vo. 16 pages. Contemporary pink boards. An excellent copy. Only edition of this collection of occasional verses written to celebrate an ascension made in Milan by Vincenzo Lunardi. The date is to locate after 1789, because Lunardi effected that year a tour in the kingdom of Naples where he ascended both in Naples and in Palermo . These ascensions are cited in the preface. The first aerial ascension in Italy was made also in Milan , on February 25, 1784 , by Marquis Andreani and the brothers Gerli. Vincenzo Lunardi (Lucca 1759 – Lisbon 1806) was the secretary of the Prince of Caramanico, ambassador of the Kingdom of Naples to England , and was the first to effect a manned flight in England in 1784. Returned to Italy Lunardi exploited his renown to perform other flights in different localities and also abroad (he was also the first ballooner to fly in Portugal ). The tract collect four sonnets and an ode in 36 quatrains, written by different poets who did not reach celebrity.

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