‎Geometry‎

‎Periodico di matematiche. Storia - Didattica - Filosofia. Pubblicazione bimestrale. Aprile 1955 - Serie IV - Vol. XXXIII - N. 2‎

‎In-8°, pp. da 65 a 128, copertina editoriale. In buono stato. Sommario: O. Chisini, Sulla non dimostrabilità del postulato di Euclide; Armida Tosi, Sopra un tema di Concorso per gli Istituti Tecnici, Commerciali, Industriali e Nautici; Umberto Gasapina, Su un tema di concorso (scuola media); Guido Facciotti, L'iperbole equilatera sulla sfera; Riccardo Cantoni, Verifiche ed applicazioni elementari del teorema di Coriolis; Questioni.‎

‎Periodico di matematiche. Storia - Didattica - Filosofia. Pubblicazione bimestrale. Ottobre 1955 - Serie IV - Vol. XXXIII - N. 4‎

‎In-8°, pp. da 193 a 256, copertina editoriale con normali tracce d'uso (vedi foto). In buono stato. Sommario: Ugo Cassina, Elementi di teoria degli insiemi; M. Sce, Sul postulato della continuità della retta e su alcune sue applicazioni nella geometria elementare; Luigi Tenca, Un modo particolare di usare cilindri retti circolari per tracciare linee rette; G. Palamà, Congruenze multigrado; Questioni.‎

‎Periodico di matematiche. Storia - Didattica - Filosofia. Pubblicazione bimestrale. Aprile 1967 - Serie IV - Vol. XLV - N. 2‎

‎In-8°, pp. da 69 a 168, (16) pubblicitarie, copertina editoriale. Con una tavola fuori testo ospitante il ritratto fotografico, in bianco e nero, di Oscar Chisini. In buono stato. Sommario: M. Dedò - C. F. Manara, Commemorazione del Prof. Oscar Chisini (morto a Milano il 10 aprile 1967); La Direzione, Questioni didattiche; Bruno de Finetti, Le proposte per la matematica nei nuovi licei: informazioni, commenti critici, suggerimenti; Lettere alla Direzione (lettera firmata dai professori Ernesto Carletti, Pietro Caruso, Vittoria Chiarante, Giovanni Gilardi, Mario Gilardi, Biagio Lussi, Teresa Pelicioli, insegnanti in scuole di Bergamo); G. Melzi, Recensioni; Questioni.‎

‎Periodico di matematiche. Storia - Didattica - Filosofia. Pubblicazione bimestrale. Ottobre-Dicembre 1967 - Serie IV - Volume XLV - N. 4-5‎

‎In-8°, pp. da 241 a 336, (12) pubblicitarie, copertina editoriale. In buono stato. Sommario: G. Sansone, Un problema aritmetico su una classe di tetraedri che ammettono una sfera tangente agli spigoli; M. Cugiani, Metodi Monte Carlo e sequenze di numeri a caso (continuazione e fine dell'articolo pubblicato sui nn. 1, 3 - 1967); G. Melzi, Il teorema di Brouwer nella moderna geometria del continuo; C. F. Manara, La simmetria; M. Dedò, Rudimenti di logica; M. D'Aprile, La prova scritta agli esami di abilitazione Cl. XIII (9 dicembre 1967); Questioni didattiche: B. L. van der Waerden, Assiomatica classica e moderna (traduzione di P. Canetta); Gare matematiche: Olympiad 1965 - Berlin; Olympiad 1966 - Sofia; IX Olimpiade Matematica Internazionale - Primo giorno 5-7-1967; IX Olimpiade Matematica Internazionale - Seconda giornata; Questioni.‎

‎Pratique de la géometrie sur le papier et sur le terrain. Ou par une méthode nouvelle & singulière l'on peut avec facilité & en peu de temps se perfectionner en cette science.‎

‎Paris, 1682. 12°. 2 Bl, 187 S, 4 Bl. 1 gest. Frontisp. u. 81 ganzs. Kupfer.. Orig.-Ldr m. Rückenverg. + Wichtig: Für unsere Kunden in der EU erfolgt der Versand alle 14 Tage verzollt ab Deutschland / Postbank-Konto in Deutschland vorhanden +‎

‎Einband stark berieben und bestossen, stellenweise lädiert. Gebräunt. 1 Bl (S. 47/48) fehlt.‎

Bookseller reference : 15979AB

‎Technische Kommunikation. Technisches Zeichnen, darstellende Geometrie, Grundlagen der Gestaltung, Produktdesign. 4. Aufl.‎

‎Haan-Gruiten: Europa-Lehrmittel Nourney Vollmer, 2009. 224 S., Ill., graph. Darst., 30 cm. kart., broschiert.‎

‎Ehemaliges Bibliotheks-Exemplar mit den üblichen Stempeln/ Aufklebern/ Eintragungen, Block verzogen, Einband bestoßen, etwas geknickt und mit kleineren Einrissen, Schnitt stellenweise verschmutzt, Block bestoßen, Block sonst sauber und fest, ordentliches Exemplar. ISBN: 9783808541548‎

Bookseller reference : 188092

‎Vierteljahrsschrift der Naturforschenden Gesellschaft in Zürich. 3. und 4. Jahrgang. Redigirt von Rudolf Wolf.‎

‎Zürich, S. Höhr, 1858-1859. IV, 412 S. mit 2 gefalt. Tafeln.; IV, 404 S. mit 2 gefalt. Tafeln. Pp.-Bd. der Zeit mit Rückenschild. In 1 Bd.‎

‎Inhalt 3.Jg.: Clausius, über Structur der Gletscher; Cramer, über Pflanzenzellmebran; Durège zu Geometrie; Marcou über den Jura; Tscheinen über Erdebeben im Vispertal; Wolf über Sonnenflecken; Bolley u Schweizer, über das Schinznacher Schwefewasser; Clausius über Ozon; Kenngott, über Disthen und zu Fassathal in Tirol; Krämpfen, über die Pocken im Wallis; Labhart, über Manila-Hanf u.v.a. - Inhalt 4.Jg: Cramer zu Fadenpilzgattung; Kenngott, Mineralogische Mittheilungen; Bolley, chemische Untersuchung der Mineralwasser von Schimberg, Kant. Luzern sowie "Analyse einer Weissofenschlacke von Alpbrugg u.v.a.‎

Bookseller reference : 70920AB

‎Zanotti, Eustachio.‎

‎o.J. Italienischer Astronom, Geometer. 1739 Direktor des Oberservatoriums in Bolgna, entdeckte 2 Kometen. 1709 Bologna - 1782 ebd.. Ganze Figur auf einem Felsblock sitzend. Kupferstich von Rados. 204 x 155 mm.‎

‎Sehr schönes Exemplar mit Rand.‎

Bookseller reference : 26743

‎"CAYLEY, ARTHUR. - THE THEORY OF FORMS (QUANTICS) - A NEW ASPECT OF NON-EUCLIDEAN GEOMETRY.‎

‎A Sixth Memoir upon Quantics. Received November 18, 1858, - Read anuary 6, 1859.‎

‎(London, Richard Taylor and William Francis, 1859). 4to. No wrappers as extracted from ""Philosophical Transactions"" Vol. 149 - Part I. Pp. 61-90. Clean and fine.‎

‎First appearance of this pathbreaking paper in which Cayley unites 'Metrical Geometry' and 'Projectice Geometry' by introducing ""imaginary"" elements to metrical properties.""The fundamental notions in metrical geometry are the distance between two points and the angle between two lines. Replacing the concept of distance by another, also involving ""imaginary"" elements, Cayley provided the means for unifying Euclideangeometry and the common non-Euclidean gemoetries into one comprehensive theory.""(Bell in ""Men of Mathematics"").In non-Euclidean geometry prepared the way for Klein's splendid discovery that the geometry of Euclid and the non-Euclidean geometries of Lobatchewsky and Riemann are, all threee, merely different aspects of a more general kind of geometry which includes them as special cases..Dealing with the relations between metrical and projective geometry Klein remarks (In ""Entwicklung der Mathematik"", Teil I p. 148): ""Vor allem kommt für uns sein (Cayley's) berühmtes 'A Sixth Memoir upon Quantics"" im betrachtt. Quantioc heisst soviwel ""Form"", d.h. homogenes Polynom von zwei, drei oder mehr Variablen, wonach man binäre, tertiäre usw. Formen unterscheidet...""‎

Bookseller reference : 42296

‎"L'HÔSPITAL, (GUILLAUME FRANÇOIS ANTOINE) MARQUIS DE. - CARTESIAN GEOMETRY APPLIED TO THE CONIC SECTIONS.‎

‎Traité Analytique des Sections Coniques et de leur Usage pour la Resolution des Equations dans les Problêmes tant déterminez qu'indéterminez. Ouvrage Posthume.‎

‎Paris, Jean Boudot et Jean Boudet fils, 1707. 4to. Contemporary full calf. A bit of cracking to front hinges, so that cords are seen, but cover not loosening. Spine with 6 raised bands, richly gilt compartments. Wear to top of spine. Two small old paperlabels, one to upper compartment, one to frontcover. Covers slightly rubbed. (4),459,(5) pp. Large woodcut vignette on titlepage, 2 other vignettes, one engraved , one in woodcut. 32 folded engraved plates and one smaller folded plate (Fig. A). An old owners stamp on flyleaf. Internally clean and fine. A few tiny brownspots. Wide-margined and printed on good paper.‎

‎Scarce first edition of l'Hôspital's second book - his second successfull textbook - the manuscript of which was left completed at his death in 1704. His first book ""Analyse des infiniment petits pour l’intelligence des lignes courbes"", 1696 was the first textbook of the differential calculus, and his name lives on in the name of the rule for finding the limiting value of a fraction whose numerator and denominator tend to zero. His mathyematical teacher was Jean Bernoulli.The year in which Newton published the anti-Cartesian ""Arithmeticus"" there appeared in France a conspicuously successfull textbook on Cartesian geometry along the lines of that of Guisnée. This was the ""Traité Analytique des Sections Coniques"".... a book which contains less original material than that of Guisnée, but which is more extensive and closer to the modern manner of treatment. The work had been intended for publication at the time the authors famous calculus textbook appeared in 1696, but l'Hospital's illness apparently led to delay and it appeared posthumously in 1707. It is Cartesian in emphasis and although it consists of but one volume, follows generally the tripartite plan of Lahire and Ozanam: first an algebraic quasi-analytic treatment of the Conic Sections along the lines of Apollonian theory"" then an analytic study of the loci, and finally a long section on the customary construction by conics of the roots of cubic and quartic polynominal equations... LHospital sometimes used two axes and seems to have recognized the interchangeability of these, but he betrays some hesitation... In general, L'Hospital (like Descartes) was more interested in analytic geometry as a measure of ecpressing loci algebraivcally than as a method of deriving the properties of a curve from its equation."" (Carl B. Boyer ""History of Analytic geometry"", pp. 150-154.‎

Bookseller reference : 48217

‎"LE CLERC, SEBASTIEN (LECLERC). - GEOMETRY AND PERSPECTIVE IN 80 COPPERPLATES.‎

‎Practical Geometry: or a New and Easy Method of Treating that Art. Whereby the Practice of it is render'd plain and familiar, and theStudent is directed in the most easy manner thro' the several Parts and Progessions of it. Translated from the Fren...‎

‎London, T. Bowles, 1727. Small 8vo. Contemp. full calf, raised bands, blindtooled covers (Cambridge-binding). Wear to spine ends and spine. Hinges weakening, but still holding. Titlepage in red/black. (2),195,(6) pp. and 80 full page engraved illustrations. Some soiling and browning, mainly marginal, last 10 engravings with a faint dapmstain. The charming plates are engraved by Leclerc.‎

‎Scarce English edition (the third) of Leclerc's charming and very popular treatise on elementary, practical geometry and perspective.Sebastien Leclerc (1637-1714) was originally an engraver who studied physics and geometry in relation to perspective theory, a field of which he became famous. In 1672 he was appointed to ""l'Academie de Peinture"" as professor in perspective. He was also engraver to Louis XIV and was appointed professor at ""l'Ecole des Gobelins"".‎

Bookseller reference : 45242

‎"MONGE, (GASPARD). - FOUNDING DESCRIPTIVE GEOMETRY.‎

‎Mémoire sur les Développées, les Rayons de Courbure, et les Différens Genres D'Inflexions des Courbes a double Courbure‎

‎(Paris, Moutard, 1785). 4to. Extracted from ""Mémoires fe Mathematique et de Physique, Présentés à l'Academie des Sciences par divers Savans"", Tome X. Pp. 511-550 a. 2 folded engraved plates. Clean and fine.‎

‎First appearance of this importent paper by the ""greatest geometer of the century"" in which he solves some main problems in coordinate geometry, especially he introduced the ""distant formula"" for three dimensions, years before it was used by Lagrange. He laid the foundation of a completely new branch of mathematics, known as descriptive geometry. The paper was delivered already in 1771, but not published until 1785. ""His first important original work was ""Memoire sur les développées, les rayons de courbure et différents genres d inflexions des courbes á double courbure"" He published an extract from it in June 1769 in the Journal encycyclop´matiques, and in October 1770 he finished a more complete version that he read before the Academie des Sciences in August 1771"" the latter, however, was not published until 1785 Mémoires de mathématiques et de physique présentés á ’Academic par divers scavanns. By then some of the most important ideas in the memoir no longer seemed so original, because Monge had employed them in other works published in the intervening years. Nevertheless, this memoir is of exceptional interest, for it presents most of the new conceptions that Monge developed in his later works, as well as his very personal method of exposition, which combined pure geometry, analytic geometry, and infinitesimal calculus.""(DSB).‎

Bookseller reference : 44970

‎"PLÜCKER,JULIUS. - RECONSTRUCTION OF ANALYTICAL GEOMETRY.‎

‎On a New Geometry of Space. Received December 22, 1864, - Read February 2, 1865.‎

‎(London, Taylor & Francis, 1865) Large 4to. Without wrappers. Extracted from ""Philosophical Transactions of the Royal Society of London."", Vol. 155 - Part II. Pp. 725-791. Fine and clean.‎

‎First appearance of this paper in which Plücker reconstructed analytical geometry by the application of a wealth of new ideas.He introduces the fundamental principle ""the geometry needs not solely be based on points as basic elements. Lines, planes, circles, spheres can all be used as the elements (""Raum-Elemente"") on which a geometry can be based. This fertile conception threw new light on both synthetic and algebraic geometry, and created new forms of duality.""(Dirk J. Struik).This paper, together with other papers expanded , in 1868-69, into his famous book, bearing the same title as the paper offered.‎

Bookseller reference : 42301

‎"ROLLE, (MICHEL). - DISCOVERING PROBLEMS IN CARTESIAN ANALYTICAL GEOMETRY.‎

‎Eclaircissemens sur la Construction des Egalitez. (+) Eclaircissemens....Second memoir.‎

‎(Paris, Jean Boudot, 1709 a. 1711). 4to. Without wrappers. Extracted from ""Mémoires de l'Academie des Sciences. Année 1708"" and Annèe 1709. Pp. 339-365 a. 1 folded engraved plate + pp. 320-350 a. 1 folded engraved plate.‎

‎First printing of two importent papers in the further development of Cartesian analytical geometry.""The irrepressible Michel lRolle...in the Memoires of the Academie des Sciences for 1708-1709 (the papers offered), raised doubts about the correctness of the Cartesian graphical solution of equations, as he had about the validity of the calculus of L'Hospital. He pointed out that to solve f(x)= 0, one arbitrarily chooses a curve g(x,y) = 0, and, on combining it with f(x) = 0, one obtains new curves h(x,y) = 0, the intersection of which with g(x,y) = 0 furnish the solution of f(x) = 0"" and he realized that in this way extraneous solutions may be introduced. Imaginary branches further comp0licated the problem, and although Rolle sawthe difficulties, he was unable to solve them.""(Boyer ""History of Analytical Geometry"", p. 155).‎

Bookseller reference : 45238

‎(ANTONELLI Giovanni - BARSANTI Eugenio).‎

‎Corso elementare di matematiche pure. Ad uso delle Scuole Pie. Tomo I: Aritmetica, Algebra e Geometria.‎

‎Firenze, coi tipi Calasanziani, 1856, in-8, mz. pelle coeva, titolo e filettature oro al dorso, piatti in carta decorata, pp. (8), 303, (1). Con 12 tavole incise di figure geometriche piegate in fine al volume.‎

‎(BOSCOVICH Ruggiero Giuseppe: Ruder BOSKOVIC, Ragusa 1711 - Milano 1787).‎

‎Elementi di Geometria piana e de' solidi e di Trigonometria piana e sferica. Con una Introduzione alla Trigonometria, dove de' Logaritmi si tratta, e del loro uso; e colle Tavole de' Logaritmi, de' Seni, delle Tangenti, e delle Seganti. A Sua Altezza Reale Pietro Leopoldo (...) Granduca di Toscana ec. ec. ec., Luigi Panizzoni professore di Matematica nel Real Collegio Cicognini di Prato.‎

‎Firenze, per Gaetano Cambiagi stampator granducale (si vende da Rinaldo Bonini Librajo nella Condotta), 1774, in-8, cartone coevo (asportata l'originale carta di copertura decorata), pp. IV, 240, (12). Con 5 tavole incise in rame piegate in fine. Mancanze al dorso e nella parte inferiore di ambedue i piatti. Cerniera della copertina anteriore rotta. Asportate le cc. G1, G3-G6, G8, l'intera segnatura H e le cc. I1-I7; la c. I8 sciolta e con qualche mancanza al margine interno. Il dalmata Boskovic, (astronomo, matematico, fisico e poeta, membro della Colombaria e della Royal Society) appartenne alla Compagnia di Gesù. Edizione originale.‎

‎(Hrsg.) Königlich Preussischen Statisischen Landesamte‎

‎Statistisches Jahrbuch für den Preußischen Staat. 3. Jahrgang - 1905‎

‎Berlin: Verlag des Königlichen Statistischen Landesamts. 1906. XII.; 301. 24cm. Zustand: Gut leicht gebräunt, etwas wellig (Innen); Die ersten 5-6 Seiten sind leicht feuchtigkeitsspurig, wirkt hier aber wie eine Bräunung; Besitzerstempel; Einband (Außen) hat leichte Gebrauchsspuren; Vorderdeckel in der Mitte leicht berieben; Archivex. mit Klebestreifenrest (Außen); Ist leinenkartoniert; Schutzumschlag fehlt, oder es gibt keinen; Broschiert‎

Bookseller reference : 793052

‎(Hrsg.) Königlich Preussischen Statisischen Landesamte‎

‎Statistisches Jahrbuch für den Preußischen Staat. 2. Jahrgang - 1904‎

‎Berlin: Verlag des Königlichen Statistischen Landesamts. 1905. XII.; 252. 24cm. Zustand: Gut leicht gebräunt, gering wellig (Innen); Innenband vorne mind. leicht angerissen - Vorderdeckel leicht angelockert; Besitzerstempel; Einband (Außen) hat leichte Gebrauchsspuren; Archivex. mit Klebestreifenrest (Außen); Ist leinenkartoniert; Schutzumschlag fehlt, oder es gibt keinen; Broschiert‎

Bookseller reference : 793054

‎(Hrsg.) von Ernst v. Halle‎

‎DIE WELTWIRTSCHAFT. Ein Jahr- und Lesebuch. Unter Mitwirkung zahlreicher Fachleute (Hrsg.) von Ernst v. Halle. 2. Jahrgang 1907 3. Teil komplett - Ausland‎

‎Leipzig, Berlin: Teubner. 1907. VI.; 288; Abb. 27,5x18cm. Zustand: Gut gering bis leicht gebräunt (Innen); Besitzerstempel; Einband Außen hat leichte Gebrauchsspuren; Buch wurde nachgebunden; Buch könnte nachgebunden worden sein; Archivex. mit Klebestreifenrest (Außen); Ppbd.‎

Bookseller reference : 189638

‎(MANUALI HOEPLI) LANDI, Dino‎

‎Disegno di proiezioni ortogonali.‎

‎Milano, Ulrico Hoepli, 1896. In 16mo (cm. 15,4); cop. originale rigida in tutta tela editoriale con titolo al piatto entro cornice e al dorso; pp. (10), 152 + 64, (2) pagine con l’elenco dei Manuali Hoepli. Con 132 incisioni. Pagine di guardia decorate. Axg‎

‎-‎

‎Elementi di geometria.‎

‎Milano, anni '60, 8vo br. pp. 56 con ill. n.t. (Il vol. II°)‎

‎. Mathématiques Algèbre Géométrie Marine Artillerie Militaria‎

‎Cours de mathématiques à l'usage de la marine et de l'artillerie . troisième partie . Algèbre et application de l algèbre à la géométrie‎

‎chez F Louis . Paris 1803‎

‎Etat moyen Ouvrage broché sous couverture dattente. Illustré de 5 planches dépliantes . Troisième édition revue et augmentée par F Peyrard . Ouvrage complet , mais un peu débroché et dernier plat manquant . En raison de sa taille, envoi par colis nécessaire . Mathématiques Algèbre Géométrie Marine Artillerie Militaria - largeur/hauteur :13,5x21 cm - poid : 530 g - nombre de pages : 557 & 5 p. - langue : Français‎

Bookseller reference : 4946

‎[Algèbre ; Arithmétique ; Géométrie] [Dictionnaire raisonné des sciences, des arts et des métiers]‎

‎Nouvelle édition du Dictionnaire raisonné des sciences, des arts et des métiers... Suite de planches‎

‎Lausanne et Berne, Sociétés typographiques 1779 In-4 26,5 x 20 cm. Bradel moderne papier marbré bleu, dos muet, contient : Géométrie, 5 planches sur 2 doubles pages, contenant 105 figures & 1 page repliée contenant 11 figures ; Trigonométrie, 2 planches sur double page contenant 32 figures ; Arpentage, 4 planches sur 2 doubles pages contenant 37 figures ; Algèbre et Arithmétique, et machine arithmétique de Pascal, 2 planches sur double page contenant 18 figures ; Constructeur universel d’équations, 1 planche repliée ; Section conique, 3 planches sur double page contenant 36 figures ; Analyse, 2 planches sur double page contenant 43 figures. Bel exemplaire.‎

‎Spécialisé dans la technique du burin, Robert Bénard (1734-1785) est principalement renommé pour avoir fourni une quantité importante de planches à l’Encyclopédie de Diderot et d'Alembert, à partir de 1754. La plupart des planches portent en bas à droite la mention “Benard direx.”, indiquant que Robert Bénard dirige d'autres graveurs. Très bon état d’occasion‎

Bookseller reference : 108144

‎[ESCHER]. SCHATTSCHNEIDER, D. & WALKER, W.‎

‎M.C. ESCHER KALEIDOCYCLES.‎

‎Berlin, TACO, 1988. in-4 oblong, 40 pages + 2 x 14 planches prédécoupees, broche, couverture illustree.‎

‎Bon état. [PLC-16] kalos (beau) + eidos (aspect) + kuklos (cercle)‎

Bookseller reference : 16670

‎[Euklid]. - Wurm, Julius Friedrich (Hg.)‎

‎Euklid's Data nach dem Griechischen mit Robert Simson's Zusätzen.‎

‎Berlin, Georg Reimer, 1825. 8°. Mit 2 gefalt. lithogr. Tafeln. V (1), 78 S., Mod. marmor. Ppbd.‎

‎Erste Ausgabe dieser Neuübersetzung. - Schönes Exemplar. - Hoffmann II, 51.‎

Bookseller reference : 35810