TrigonometrieBiblio.com
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0282226362.Gpaperback. Good. Access codes and supplements are not guaranteed with used items. May be an ex-library book. paperback
1849202744Leipzig, Weidmann, 1849. XXIII, 839 Seiten. 25 cm. Pappband der Zeit mit Rückenschildchen.
In -4°, pp. 40. Ril con LINDELOF, “Mémoire sur la théorie des fonctions entières de genre fini”, ibidem, 1902 (pp. (2), IV, 80). Due edizioni originali rilegate insieme in mezza tela con tassello al dorso. Ernst Lindelöf (1870-1946) fu un matematico finlandese, eponimo del teorema di Picard-Lindelöf e del principio di Phragmén-Lindelöf e della nozione matematica di “spazio di Lindelöf”. I due lavori qui pubblicati precedono il suo primo lavoro di ampia notorietà che è “Le calcul des résidus et ses applications à la théorie des fonctions” del 1905. Two works bound toghether, both published before the major Lindelöf’s work, i.e. “Le calcul des résidus et ses applications à la théorie des fonctions” (1905).
MATH0524o.J. 4°, 28 S., mit 24 Abb. im Text und auf 2 Tafeln, 4 Zahlentafeln sowie 10 Berechnungstafeln, OKart. in Kartonschuber, dieser mit stärkeren Lichtspuren, ausgeschied. Bibl.-Expl. mit den üblichen Kennzeichnungen.
189497699Couverture rigide. Reliure toile de l'éditeur. 160 pages. Quelques rousseurs.
40165Bruxelles, Librairie Vanderlinden, 1929. "15 x 23, 168 pp., 29 figures, broché, état moyen (couverture défraîchie; cachets du Collège jésuite Saint Stanislas à Mons)."
1878vd636Paris, G. Masson, éditeur Cartonné 1878 In-12 (17,7 x 18,3 cm), cartonné toilé, 110 pages ; traces sur les plats, étiquette sur le dos, rousseurs à l'intérieur, par ailleurs assez bon état général. Livraison a domicile (La Poste) ou en Mondial Relay sur simple demande.
190312412Paris, Bruxelles Nony & Cie 1903 In-8 106 pp, papier correct, dos et plats muets, faibles frottis d'usage.
18618628Paris L. Hachette et Cie 1861 In-8 332 pp, (.) Avec la méthode à suivre pour la résolution des problèmes de géométrie et les solutions. VI planches dépliantes in-fine. 5ème édition. 1er plat débroché avec garde ; ensemble passé et frotté avec manque de papier en tête ; rousseurs éparses
Mm 170x245 Brossura editoriale con bandelle di pp. IX-336 con 147 illustrazioni e XII tabelle. Timbri di appartenenza e segni di nastro adesivo alle prime carte, ma per il resto in buonissime condizioni. SPEDIZIONE IN 24 ORE DALLA CONFERMA DELL'ORDINE. WORLDWIDE DELIVERY
175421703Graz, Wdmanstätter, 1754. 3 Bll., 40, 33, 62, 44, 11, 71, 49 S. 10 (statt 11) gefalt. Kupfertafeln. 8°. Ldr. der Zeit mit Rückenschild (beschabt unjd etw. bestoßen). [5 Warenabbildungen]
In 16, leg amatoriale mz. pelle con ang. piatti marmorizzati, nervi , filetti e tit. in oro al dorso, pp. 250, avec 146 figures dans le texte;lievi abrasioni al dorso, costolo inf. leggermente distaccata al piede, minimi segni del tempo, ottimo.Luogo di pubblicazione ParisEditore DoinAnno pubblicazione 1930Collana Biblioteque D'Education Scientifique Materia/Argomento Scienze, Matematica, Geometri, Trigonometria
In-4°, 3 volumi rilegati in mezza pergamena, Pars I: Versio latina capitum cum animadversionibus (1903), LXXX, 327pp. Pars II: Versio latina tabularum omnium cum animadversionum, glossarium, indicibus (1907), XXXI, 413pp. Pars III: Textus arabicus capitum et tabularum selectarum (1899), 280pp. Al Battani compì studi approfonditi, ricavando formule ed esponendole in un trattato, Opus Astronomicum, dove affrontò problemi di geometria sferica e trigonometria, quale, per esempio, la tecnica per determinare gli elementi di un triangolo sferico una volta noti due lati ed un angolo. I contributi dati riguardano l’introduzione del seno di un arco, una tavola di cotangenti e la formulazione di alcune proposizioni fondamentali di trigonometria sferica. Al Battani, inoltre, contestò i principi di trigonometria introdotti dai greci Ipparco di Nicea e Tolomeo; in particolare, contestò il seno e la corda d’Ipparco, formulando i rapporti trigonometrici così come sono conosciuti oggi, e le soluzioni quadrilaterali di Tolomeo sostituendole con quelle triangolari. A lui contemporanei furono Abu Nasr Mansua (900 d.C.) a cui viene attribuito il teorema dei seni per la risoluzione dei triangoli semplici, e il matematico persiano Muammad ibn Musa Al Kuwarizmi il quale compilò tavole dei seni e delle tangenti dando contributi anche alla trigonometria sferica e soprattutto entrando in contatto con gli studi indiani ripresi dall’opera astronomica Sindhind, dalla quale venne ricavato un più corretto sistema di numerazione e di calcoli usato ancora oggi. In-4°, 3 volumes half parchment binding, Pars I: Versio latina capitum cum animadversionibus (1903), LXXX, 327pp. Pars II: Versio latina tabularum omnium cum animadversionum, glossarium, indicibus (1907), XXXI, 413pp. Pars III: Textus arabicus capitum et tabularum selectarum (1899), 280pp. Al Battani carried out in-depth studies, obtaining formulas and exposing them in a treatise, Opus Astronomicum, where he addressed problems of spherical geometry and trigonometry, such as, for example, the technique for determining the elements of a spherical triangle once two sides and an angle were known. The contributions given concern the introduction of the sinus of an arch, a table of cotangents and the formulation of some fundamental propositions of spherical trigonometry. Al Battani also contested the principles of trigonometry introduced by the Greeks Hipparchus of Nicaea and Ptolemy; in particular, he contested Hipparchus's sinus and corda, formulating the trigonometric ratios as they are known today, and Ptolemy's quadrilateral solutions replacing them with triangular ones. To him contemporaries were Abu Nasr Mansua (900 AD) to whom the sinus theorem for the resolution of simple triangles is attributed, and the Persian mathematician Muammad ibn Musa Al Kuwarizmi who compiled tables of the sinuses and also contributed to spherical trigonometry and above all by getting in touch with the Indian studies taken up by the astronomical work Sindhind, from which a more correct numbering and calculation system is still used today.
5 voll. Folio. viii pp. (incl. frontespizio inciso) + 596 + 607–638; + 252 (ultima carta bianca); + 244 + 84 + 184 (ultima carta bianca); + viii + 340 (ultima carta bianca) + 348 + xx (ultima carta bianca); + viii + 552 + xii + 60 + 244; + xii + 624 (ultima carta bianca) + 124 (ultima carta bianca) + 60 + 20 + 24 pp. Numerosi legni e diagrammi nel testo. Legatura in pelle coeva, dorso dorato. Bruniture omogenee della carta. The evidence of the attempts to leave the Aristotelianism for the modern method and an important proof of the Galileian revolution.Clavius's work includes in addition to commentary on arithmetic and algebra one on Euclid, Teodosio and Sacrobosco; his contribution to the study of trigonometry and astronomy; his work on the calendar. Clavius has been for mathematics in Renaissence a real turning point: “Probably the man who did the most of all the German scholars of the 16th century to extend the knowledge of mathematics… was Cristopher Clavius, a Jesuit, who passed the later years of his life in Rome. He was an excellent teacher… His Algebra appeared in 1608 and was one of the best textbooks on the subject that had been written up to that time… (he was) engaged in the reform of the calendar…” (Smith). Opera Mathematica in his third volume contains the Sphaera in his last editorial, to which Clavius worked during 1610 and which was printed in 1611. Shortly thereafter, in February 1612, Clavius was dying after a period of illness. In March 1610 following his comments on the telescope, Galileo published in Sidereus Nuncius his latest astronomical discoveries. These findings, perhaps only for a lucky snap of dates, are among the topics covered in the review of Sphaera, where Clavius shows to recognize the meaning. Clavius and the Jesuits in those years had to go back to seriously consider the observations of Galileo, and had to acquire the telescope also to repeat the observations and then verify their accuracy. Clavius led directly the observations (especially on the phases of Venus and the moons of Jupiter, but also on the lunar spots) along with a group of young Jesuit mathematicians and astronomers, first of all Grienberger, thus removing, towards the end of his life and following a long friendship with Galileo, his skepticism about the Copernican theory. Galileo himself in a letter to Madame Christina of Lorraine in 1615 wrote that “altri matematici, i quali mossi da gli ultimi miei scoprimenti, hanno confessato essere necessario mutare la già concepita costituzione del mondo, non potendo in conto alcuno più sussistere”. Galilei continues that one of them was just Clavius, and the reference is certainly to the pitch of the Opera Mathematica Tomo III, p. 75, where as the result of the list of Galileo's discoveries, the Jesuit ends “Quae cum ita sint, videant Astronomi quo pacto orbes coelestes constituendi sint ut haec phaenomena possint salvari”. It 's an extraordinary moment in the history of cosmology and Church, which has marked the highlight of the heliocentric theory, which no major scientists, mathematicians and astronomers of the Society of Jesus, thought no more be able to object. As D'Elia notes (pp. 14-15): "The confirmation from him on the discoveries of the astronomer from Pisa and on the copernican interpretation he deduced, had definitive influence and perhaps even dominate, to ensure the discoveries the almost universal acceptance in the intellectual world, even if the disappearance of the old professor and that of several of his closest disciples could not prevent the ecclesiastical Authority’s precept of 1616 and the condemnation of 1633 ". Clavius had even got that Galileo was received at the Roman College, and was himself to "explain" to Cardinal Bellarmine scientific discoveries of Galilei. So while the academic and obviously ecclesiastical circles did not leave officially by the Aristotelian position, a scientist of them, for evidence and intellectual honesty, was preparing the way for the acceptance of Galileo's discoveries, and could do so given the authority of his position, achieved mainly thanks to its capital contribution asked by Gregory XIII to reform the Julian calendar, which led to the drafting of the Gregorian Calendar. Christoph Clavius (Bamberg 1538-1612) Jesuit and mathematician, astronomer, he entered the Jesuit College in Rome in '55 and then went to Coimbra, where he studied mathematics and science; back to Rome to study theology, he remained as a professor for fortyfive years. He became a pivotal figure for the general mathematical and scientific renewal that had in the Compagnia di Gesù a driving force, entering into the main controversies of the time, from the squaring of the circle to the comparison between the Ptolemaic and Copernican theories. He was the master, among other things, of Matteo Ricci, who with the help of his students, translated many works of Clavius in China, including the six books of Euclid's Elements (1574), which had several editions and updates; a work who had an enormous influence, providing a compendium of knowledge on geometry. His other important works were the Commentaries on Sphaera di Sacrobosco, a treatise on spheres’ geometry and astronomy, and work on the astrolabe. He determined the subsequent development of algebra. De Backer & Sommervogel, 2, cols. 1222–3 (with details of contents). DSB, 3, pp. 311–2. D’Elia, Pasquale, Galileo in Cina, Roma, Università Gregoriana, 1947. Jardine, Nicholas. "The Forging of Modern Realism: Clavius and Kepler against the Sceptics." Studies in History and Philosophy of Science 10 (1979): 141-73. Lattis, James M. Between Copernicus and Galileo: Christoph Clavius and the Collapse of Ptolemaic Cosmology. Chicago: University of Chicago Press, 1994 Proceedings of the Symposium on Christoph Clavius (1538–1612), July 21, 2005, University of Notre Dame, Edited by Dennis Snow. D. E. Mungello, Curious land. Jesuit accomodation and the Origins of Sinology, 1985, p. 26. Eberhard Knobloch, Christoph Clavius – Ein astronom zwischen Antike und Kopernikus”, in Cvortrage des ersten Symposions des Bamberger Arbeitskreises Antike Naturwissenschaft und ihre Rezeption, 113-40, Wiesbaden, 1990.
Segni d'uso sulla rilegatura priva di sovra copertina. Interno ben conservato, fascinoso libro di matematica logaritmica e trigonometrica dei primi del 900.
Lipsia, Bernhard Tauchnitz, 1913, in-8 grande, leg. coeva in mezza pergamena (mancanze al dorso), pp. XXIII, [1], 610.
.con 7 decimali; pagg 610, in perfetto stato. Brossura
In -folio, pp. 20 e due tavv. ripiegate. Manca l’“Appendice...”, descritta in Iccu e presente in altre edizioni consultate, mentre sono presenti le due tavole relative al testo.
157 pages. With answers. Name and scribbles on front cover. Pastedowns and endpapers covered in over 85 years worth of pupils doodles and numbers, label with name on front free endpaper. A few ticks and an ink mark on the text pages. Wear to red cloth cover edges and joints of spine.
Giulio bisconcini Nozioni di algebra e trigonometria ad uso delle scuole tecniche industriali. , angelo signorelli 1936, Piatti e dorso segnati dal tempo, scoloriti. TAgli bruniti. Interno brunito, si possono trovare se gni a matita. Buono (Good) . <br> <br> <br> 179<br>
1969145211Couverture rigide. Cartonnage de l'éditeur. 184 pages. 11 x 23 cm.
78975Bruxelles, Société Belge de Librairie, 1899. "17 x 19, 34 pp., broché, état moyen (couverture fort défraîchie; cachets du Collège jésuite Saint Stanislas à Mons)."
1901LFA-126722263Un ouvrage de 200 pages environ, format 185 x 265 mm, relié percaline rouge, publié en 1901, Imprimerie Nationale (Paris), bon état
192894565Couverture souple. Broché. 116 pages.
19104159Tauchnitz, Leipzig 1910. XXIII, 610 S. Gr.-8°. Hldr. der Zeit. Etwas berieben u. bestoßen. Oberes Kapital gering beschädigt.
