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Edité par Belwin Mills Publishing Company/Melville, NY
Vendeur : Table of Contents, Omaha, NE, Etats-Unis
Soft cover. Etat : Good. Trade paperback, booklet format. Wear to edges/corners. Pages are clean and unmarked. All three parts in one booklet - same pages - not separate parts in the book.
Edité par Winterthur, Amadeus., 1977
Vendeur : Antiquariat Tarter, Einzelunternehmen,, Thannhausen, Allemagne
Membre d'association : GIAQ
Partition de musique
4°. 27, 27 Seiten. Originalkarton. (Name auf oberem Deckel-/Titelrand). - Ansonsten ein sehr gut erhaltenes, neuwertiges Exemplar ohne Eintragungen im Notentext. = GM 656. Sprache: deutsch, de.
Edité par Naxos, 2014
Vendeur : ABC Versand e.K., Aarbergen, Allemagne
Audio Cd. Etat : Sehr gut. NEU OM103F7 Sprache: Englisch Gewicht in Gramm: 505.
Vendeur : Antiquariat an der Uni Muenchen, München, Allemagne
Livre
Sprache: Deutsch Gewicht in Gramm: 550.
Edité par Verona Carattoni, 1758
Vendeur : Antiquariat Gerhard Gruber, Heilbronn, Allemagne
Livre
(20 x 13 cm). 117 S. Mit Holzschnitt-Titelvignette und zahlreichen schematischen Textholzschnitten. Pergamentband der Zeit. Einzige Ausgabe seines bedeutenden Hauptwerkes, das nach Cantor "philosophischer Natur" ist. - Torelli (1721-1781) war ein "von seinen Zeitgenossen sehr geschätzter Mathematiker. (aus Verona, dessen) langjährige Forschungen über die archimedischen Handschriften. (ihm) die Unsterblichkeit sichert(en)" (Cantor). Seine Arbeit "De nihilo geometrico" brachte eine neue Grundlage für die infinitesimale Geometrie hervor. Die Ablehnung der Verwendung von unendlich kleinen Größen und die Unterstützung von Bernard Nieuwentijts Angriffen gegen Leibniz führten dazu, dass sein Werk in der Moderne weitgehend unbeachtet blieb. - Titel mit altem Bibliotheksstempel und letztes Blatt mit Makulaturstempel, sonst sauber und wohlerhalten. - Cantor IV, 651 (ausführlich); Riccardi II, 538.3.
Vendeur : Antiquariaat FORUM BV, Houten, Pays-Bas
Edition originale
117, [3 blank]; XIV, [2], 139, [2], [1 blank]; XVI, 208 pp.Three important 18th-century mathematical first editions, together in one volume.Ad 1: First (and only?) edition of a text book on infinitesimal geometry by Guiseppe Torelli (1721-1781), a wide-ranging Veronese scholar best known for his works on geometry. His De nihilo geometrico presents a new basis for infinitesimal analysis, which had been started but not exhaustively treated by Newton and Leibniz. His rejection of the concept of limits and his support of the ideas of Bernard Nieuwentijt against Leibniz caused his work to be largely ignored in modern times. Ad 2: First and only edition of another work on infinitesimal geometry, the first major work of the Italian mathematician Girolamo Saladini (1731-1813), with full references to Newton and Leibniz. Saladini's work is divided into three parts, the first giving axioms and theorems, and the other two with 16 and 18 propositions respectively, the last part closing with three "scholia". Though little known today, Saladini together with Vicenzo Riccati published the first extensive treatise on integral calculus in their Institutiones analyticae (1765-1767), pre-dating Euler.Ad 3: First edition of the mathematical works of Lazare Carnot (1753-1823), much better known than the treatises of Torelli and Saladini above. The book begins with his "Essai sur les machines en général", which contains his famous theorem on the loss of kinetic energy during inelastic collisions. Divided into two parts, the book contains all the elements of engineering mechanics: the first truly theoretical work on the subject. The last 80 pages present his "Réflexions sur la métaphysique du calcul infinitésimal", an interesting philosophical discussion of differential calculus. With occasional minor foxing and a few slightly browned leaves, but still in very good condition and with generous margins. The binding is slightly scuffed around the extremities, with a small crack at the head of the back hinge, but otherwise also very good. A collection of 18th-century mathematical first editions, especially interesting for the discussion of infinitesimals.l Ad 1: G.T. Bagni, "Un intuizione dell infinitesimo attuale: De nihilo geometrico (1758) .", in: Didattica delle scienze XXIII (1998): ICCU UFIE003084; Riccardi II, 538; ad 2: ICCU UFIE003018; for Saladini also DSB XI, pp. 401-402; ad 3: DSB III, p. 78.