Utilisateur:Jmhc

• Nemmo Jean Baptiste, le premier traducteur d'Apolonius ? http://www.treccani.it/enciclopedia/giovan-maria-memmo_(Dizionario-Biografico)/

jean-Marie Memmo est un avocat italien, né à Venise, en 1503/1504. Fils de Nicolas di Francesco et d'Elisabetta de Giustinian, Nemmo est le descendant d'une branche désargenté d'une famille patricienne. Enfant, il fréquente l'école de l'humaniste Stefano Piazzoni. Diplômé de droit à Padoue en 1521, Nemmo se marrie deux fois : en 1529, le 10 février avec Francesca Zorzi ; puis après le décès de cette épouse, en août 1532, avec Correra Correr. Deux enfants naissent de ce second mariage, Nicolas (1540-1605) et Jean Baptiste (1550-1575). Nemmo exerce le métier d'avocat sans rencontrer la gloire. Ne pas le confondre avec son oncle,

Memmo, Giovanni Battista , 1466-1536, ou Memmius, mathématicien italien, ami de Nicolas Tartaglia, nommé en 1530 lecteur «mathematicarum atrium» par le Sénat et mort en 1536, lequel publie la première traduction des coniques traduction d'Appolonius de Perga, du moins des quatre premiers livres. Sa traduction est pauvre, géométriquement parlant d'après Montucla. Elle est complété par son fils... Le livres est ici : [1] la source est là : https://books.google.fr/books?id=BP_aXjJ-phgC&pg=PR61&lpg=PR61 voir PL rose sur la renaissance italienne en maths. https://books.google.fr/books/about/The_Italian_Renaissance_of_mathematics.html?id=TwBMAAAAMAAJ&redir_esc=y est-ce

• Jean Hewargen, où l'on trouve une carte fort intéressante : http://data.bnf.fr/12329293/johann_herwagen/
• Sur BETTINI, Mario. Marius Bettinus. était-il ami de Ghetaldi ?
• Sur Ludolph van Coelen : vérifier que De Arithmetische en Geometrische fondamenten In veele verscheydene constighe question, soo geometrice door linien, als arithmetice door irrationale ghetallen, cock door den regel coss, ende de tafelen sinuum ghesolveert. figure sur sa page.
• Sur lefebvre d'ETaples, vérifier que Josse. Epitome compendiosaq[ue] introductio in libros arithmeticos divi Severini Boetii [Lefevre], adiecto familiari commentario dilucidata [Clichtove]. Introductio annotationibus explanata, sex libris distincta. Liber de quadratura circuli, liber de cubicatione spherae; perspectivae introductio [Bovelles]. Praxis numerandi certis quibusdam regulis constricta [Clichtove]. Insuper Astronomicon [Lefèvre].

figure dans la page WP. His De arithmetica is largely a translation of Nicomachus of Gerasa’s De institutione arithmetica libri duo (ca. 100). Boethius considered mathematics as consisting of four parts: arithmetic, music, geometry, and astronomy – the four subjects that formed the medieval quadrivium. Arithmetic, as the foundation of the other three, was the most important of these subjects. His De arithmetica consists of rather esoteric number theory involving complex categorizations of numbers. Modern scholarship shows how such number theory was useful in proportions involving music and architecture. The Epitome is here supplemented by the commentary of Lefèvre’s student Josse Clichtove (ca. 1473-1543), together with Clichtove’s own Praxis numerandi, a more practical work on arithmetic.

• Maurolyco est à l'honneur ici : vérifier les infos et comparer https://www.sophiararebooks.com/pages/books/2613/francesco-maurolico/opuscula-mathematica-nunc-primum-in-lucem-aedita-cum-rerum-omnium-notatu-dignarum-indice et ici https://www.sophiararebooks.com/pages/books/2881/francesco-maurolico/theodosii-sphaericorum-elementorum-libri-iii-ex-traditione-maurolyci-messanensis-mathematici
• Pedro Nunez, à revisiter : Libro de algebra en arithmetica y geometria.First edition. Antwerp: heirs of Arnold Birckman, 1567. Exceptionally fine copy, bound in citron morocco for Jacques-Auguste de Thou (1553-1617), CE QUI DOIT ALERTER... of this rare and celebrated treatise on algebra. “Considered the greatest of Portuguese mathematicians, Nuñez reveals in his discoveries, theories, and publications that he was a first-rate geographer, physicist, cosmologist... More Item #3645 VOIR ICI : [2]
• PELETIER DU MANS, Jacques.L'Algèbre ... départie an deus Liures. cf tripartie et `jean Trenchant !

Description du livre Jean de Tournes, Lyon, 1554. First edition, very rare, of ?the first printed book on algebra in French and the richest among vernacular books on algebra? (Cifoletti, ?The algebraic art of discourse,? in Chemla, p. 125). Peletier believed that French was the perfect instrument for the sciences and ?wrote L?Algèbre in French in his own orthographic style. He adopted several ingenious ideas from Stifel?s Arithmetica integra (1544) and showed himself to have been strongly influenced by Cardano. He was the first mathematician to recognize relations between the coefficients and roots of equations? (DSB). Peletier?s innovative mathematical symbolism can be seen as anticipating the introduction of symbolic algebra by François Viète (1540-1603) in his In artem analyticem isagoge (1591) (see below). Peletier?s ?principal innovation resides in the introduction of as many symbols as there are unknowns in the problem, as well as in the fact that the unknowns in the problem correspond to the unknowns in the equations, in contrast to what was being suggested by, for example, Cardan and Stifel? (Cifoletti, p. 1396). ?The introduction of arbitrary representations for the several unknowns in a problem is indeed part of Peletier?s central idea of elaborating an ?automatic procedure? to tackle the problems under consideration. Instead of having recourse to sophisticated artifices like those used by Diophantus several centuries before the Renaissance, the symbolic representation of several unknowns offered the basis for a clear and efficient method ? Peletier?s immense genius led him to see that the key concept of our contemporary school algebra is the equation. For sure, Arab algebraists classified equations before abacists such as Pacioli or della Francesca and humanists like Peletier or Gosselin, but these equations referred to ?cases?, distinguished according to the objects related by the equality. For Peletier, the equation belongs to the realm of [abstract] representation? (Radford, The cultural-epistemological conditions of the emergence of algebraic symbolism). Only three copies have appeared at auction in the past fifty years: Macclesfield (18th century calf, ?a few headlines shaved?), Honeyman (a reimboitage with new endpapers), and the Norman copy (this copy). The only other copy we know of in commerce was offered by Amélie Sourget in 2014, bound with a later edition of Peletier?s L?Arithmétique (1584) (Cat. 5, no. 3, ?29,000).Provenance: Bibliothèque de Picpus (stamp on title and at end); Haskell F. Norman (his sale Christie?s New York, 18 March 1998, lot 153). Peletier (1517-82) published L?art poëtique d?Horace, traduit en vers Françios in 1541, the preface of which pleaded for a national language. He also studied Greek, mathematics, and later medicine, always as an autodidact. In the winter of 1547/8 he joined the ?salon? of humanists composed of Jean Martin, Denis Sauvage, Théodore de Bèze and Jean-Paul Dauron (a mathematician of Provençal origin), who discussed mathematics, the primacy of the French language over Latin, and spelling reform. Peletier shared with the Pléiade, a group of seven poets whose leader was Pierre de Ronsard, a desire to create a French literature. He also stated that French was the perfect instrument for the sciences and planned to publish mathematical books in the vernacular. In 1549 he published at Poitiers his L?Aritmétique, one of the first arithmetics written in French. In the following year his Dialogue de l'orthographe et prononciacion françoese appeared, in which one side (represented by de Bèze) advocates the use of etymological spelling, the other (represented by Dauron) advocates of phonetic spelling. The entire dialogue is written in a new orthography, based upon pronunciation, invented by Peletier which he continued to use in his writings for the rest of his life. In 1554 he moved to Lyon, where he worked as a correcteur in the printing house of Jean de Tournes. De Tournes accepted Peletier?s spelling reform and published. https://www.vialibri.net/years/1554/50

• sur REGIOMONTANUS : In 1561, Daniel Santbech compiled a collected edition of the works of .... De Triangulis Planis et Sphaericis libri quince.

il est e vente actuellement  ; https://www.sophiararebooks.com/pages/books/2852/

• RIDOLFI, Volumnio, Spoletano.De proportione proportionum disputatio. qui est ce ?
• page en magyar... http://www.mini.pw.edu.pl/~domitrz/Viete.pdf
• Autres idées :

Visiter de temps à autres : https://www.sophiararebooks.com/searchResults.php?action=browse&cat_conj=or&category_id=309&orderBy=author&recordsLength=25&p=3 et aussi https://www.abebooks.fr/servlet/SearchResults?bsi=180&ds=20&kn=VI%C8TE&sortby=1&prevpage=9

on a aussi

• Tiraqueau, Andre (or, Tiraquellus, Andreas). https://www.vialibri.net/years/1554/50 : TRACTATUS LE MORT SAISIT LE VIF.
• PARADIN (Guillaume); Histoire de nostre tems, Faite en latin? revue & augmentee outre les precedentes Impressions. voir de thou !!

Bonjour Jmhc,

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Bonjour Jmhc,

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Au prochain acte de vandalisme, un administrateur vous empêchera d'écrire sur l’ensemble de Wikipédia.

En -1540, du calendrier julien proleptique, eut lieu à Thèbes la rédaction du Livre des morts.

Le premier juin 1540, le roi François Premier signe le premier édit de proscription contre les Protestants.

mankoberti

utilisateur:Jmhc/jalal

mohamed el nassaoui

badr al din loaloa

sauvetage