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Phone number : 01 43 25 51 73P., Gauthier-Villars, 1914; un volume in 8, broché, couverture imprimée, 7pp., 137pp., (1)
---- EDITION ORIGINALE ---- BON EXEMPLAIRE ---- "Borel was the most successful mathematician of his generation in using specific problems and results as scientific parables pointing the way to broad theories that still remain fertile...". (DSB II pp. 302/305)**692/N7DE-8465/ARB.1
Bar-Le-Duc, Imprimerie et lithographie Comte-Jacquet-Facdouel, 1897/1899, 2 TOMES reliés en un volume in 8, demi-chagrin rouge (reliure de l'époque), (1 mors légèrement fendu), (11), 296pp., XXXpp., (4), 243pp.
---- EDITION ORIGINALE ---- CET OUVRAGE, TIRE A 50 EXEMPLAIRES, NE FUT JAMAIS COMMERCIALISE ---- EDITION ORIGINALE LITHOGRAPHIEE d'après le manuscrit de l'auteur ---- EXTREMEMENT RARE ---- BON EXEMPLAIRE ---- BIEN COMPLET DES 2 PARTIES QUI COMPOSENT CET OUVRAGE ---- ENVOI DE BROCARD A L'HISTORIEN DES MATHÉMATIQUES Jacques BOYER ainsi libellé : "Souvenir affectueux de l'auteur - signé BROCARD" ---- "Brocard's most extensive publication was a large, two-part work. The first part of the earlier work apeared in 1897 and the second in 1899. Probably no more than about fifty copies of this work were prepared, lithographed in the printscript of the author, and privately distributed. The Notes may be regarded as a source book of geometric curves, with a pinstakingly prepared index containing more than a thousand named curves. The text consists of brief descriptive paragraphs, with diagrams and equations of these curves...". (DSB II pp. 478/480)**7587/7590.arm1D
P., Alcan, 1912, un volume in 8 relié en demi-toile verte (reliure modeste de l'époque), (rousseurs), 11pp., 591pp.
---- EDITION ORIGINALE ---- "Brunschvicg's influence is easily recognized in all types of thinkers : such moralists as René Le Senne and Georges Bastide, such aestheticians as Joseph Segond and Valentin Feldmann and particularly such epistemologists as Gaston Bachelard, Robert Blanché, Jean Cavaillès, Alexandre Koyré and Albert Lautmann... According to a contemporary mathematician, André Lichnérowicz, in Les étapes, which is probably the last book to treat of mathematical philosophy, Bunrschvicg foresax the resolutely nonontological orientation and the unification - through the study of algebraic-topological structures - of today's mathematics". (DSB II p. 546) ---- L'éthnographie et les premières opérations numériques, un problème d'Ahmès, l'arithmétisme des pythagoriciens, le mathématisme des platoniciens, la naissance de la logique formelle, la géométrie euclidienne, la géométrie analytique (Fermat, Descartes), la philosophie mathématique des cartésiens, analyse infinitésimale (l'Antiquité, La géométrie des indivisibles et l'algorithme leibnizien : Viète et Kepler, Cavalieri, Pascal, de Fermat à Newton - etc**953/K3
P., Gauthier-Villars, 1926, un volume in 8, broché, couverture imprimée, 60pp.
---- EDITION ORIGINALE**974/o7AR
P., Gauthier-Villars, 1925, un volume in 8, broché, 55pp.
---- EDITION ORIGINALE**971/o7AR+CAV E2
P., Gibert, 1935, un volume in 8, broché, 48pp.**984/o5ar+cav E4
P., Hermann, 1914/1924, 2 TOMES RELIES EN 3 VOLUMES in 8, pleine toile rouge (reliures de l'époque) T.1 : 12pp., 408pp., T.2 : 10pp., 736pp.
---- EDITION ORIGINALE de ce cours donné par CAHEN à la Faculté des sciences de Paris ---- Dickson "history of numbers" tomes 1, 2 & 3**1007/N4
P., Hermann, 1914/1924, 2 TOMES reliés en 3 volumes in 8, pleine toile rouge, T.1 : 12pp., 408pp., T.2 : 10pp., 736pp.
---- EDITION ORIGINALE ---- Dickson "History of numbers, tomes 1, 2, 3**7513/N4+1007/CAV.F3
P., Masson, 1955, un volume in 8 relié en pleine toile éditeur, 271pp.
---- PREMIERE EDITION FRANCAISE ---- BEL EXEMPLAIRE ---- DSB III p. 32**1031/N5DE/M6AR
P., PUF, 1929, un volume in 8, broché, 10pp., 127pp.
---- PREMIERE EDITION FRANCAISE ---- P., PUF, 1929, un volume in 8, broché, 10pp., 127pp. ---- Cajori p. 391**1048/N7DE+CAV.G3(2)+CAV.E5(3)
P., Crapelet, 1801, un volume in 8 relié en demi-chagrin marron, dos orné de fers dorés, fers doré sur le premier plat, 8pp. (reliure de la deuxième moitié du XIXe siècle), 188pp., 4 PLANCHES dépliantes
---- EDITION ORIGNALE ---- BEL EXEMPLAIRE de prix offert par M. Toussenel, censeur du lycée Condorcet, en 1863 ---- "LE CREATEUR AVEC MONGE DE LA GEOMETRIE MODERNE" ---- "IMPORTANT CONTRIBUTION TO MODERN GEOMETRY". (Cajori) ---- "Carnot's main geometric writings were motivated largely by the attempt to make reasonable the employment of unreasonable quantity in analysis, although with the focus on negative rather than infinitesimal quantity... De la corrélation des figures de géométrie of 1801 and its extension, the Géométrie de position of 1803, constituted his most significant clarification of the procedures of mathematics. Carnot found absurd the notion that a quantity itself could be less than zero... He insisted in Corrélation des figures on distinguishing between a quantity properly speaking and the algebraic value of a function. It was equally unacceptable to interpret the minus sign as meaning simply that a quantity was to be taken in a direction opposite to a positive one... By correlative systems Carnot meant all those that could be considered as different states of a single variable system undergoing gradual transformation. It was not necessary that all correlative systems should actually have been evolved out of the primitive system. It sufficed that they might be assimulated to it by changes involving no discontinuous mutations. The whole topic may be taken as the geometric operation of Carnot's favorite reasoning device - a comparison of systems between which the nexus of change is a continuum...". (DSB III pp. 76/77)**1059/ARM1D+1056/ARM4+1055/ARM4
P., Bachelier, 1839, un volume in 8 relié en demi-chagrin marron, dos orné de fers dorés, (reliure de l'époque), (quelques rousseurs), (2), 254pp., 1 planche dépliante, .
---- BON EXEMPLAIRE ---- Troisième édition ---- Ex-libris manuscrit dans la marge du faux-titre R.Arnoux ---- "Carnot's Réflexions sur la métaphysique du calcul infinitésimal frankly acknowledged the difficulties that infinitesimal analysis raises for common sens and although it was, reserved to the reforms initiated by Cauchy, Bolzano and Gauss to put the calculus on a rigorous footing. The genious of infinitesimal calculus in Carnot's account, lay in its capacity to compensate in its own procedures for errors that it deliberately admitted into the process of computation for the purpose of faciliting a solution...". (DSB III p. 75)**1051/k3+1052/cav.G2+7314/ARB4
P., Blanchard, 1970; un volume in 8, broché, couverture imprimée, 15pp., 154pp.
---- Nouveau tirage augmenté d'une préface de M. Marcel Mayot ---- "Carnot's Reflexions sur la métaphysique du calcul infinitésimal is frankly acknowledged the difficulties that infinitesimal analysis raises for common sense, and although it was received to the reforms initiated by Cauchy, Bolzano and Gauss to put the calculus on a rigorous footing... The genius of the infinitesimal calculus, in Carnot's account, lay in its capacity to compensate in its own procedures for errors that it deliberately admitted into the process of computation for the purpose of facilitating a solution...". (DSB III p. 75)**5969/M7DE
P., Alcan, 1891/1894; 2 vol. de texte et 1 atlas reliés en 2 volumes in 8 reliés en pleine basane bleue marine, dos ornés de filets dorés (reliures de l'époque), (dos légèrement frottés, cachets de bibliothèque), T.1 : (2), 182pp., T.2 : (2), 152pp., Atlas : (2), 18 planches dépliantes, (2), 18 planches dépliantes, SOIT 36 PLANCHES DEPLIANTES
---- J. Caron, ancien élève de l'Ecole Normale Supérieure, agrégé des sciences mathématiques, fut directeur des travaux graphiques à l'Ecole Normale Supérieure et professeur de géométrie descriptive au lycée Saint-Louis**1060/P5DE
P., Hermann, 1933, un volume in 8 broché, couverture imprimée, 44pp.
---- EDITION ORIGNALE ---- "Cartan's mathematical works can be described as the development of analysis on differentiable manifolds, which many now consider the central and most vital part of modern mathematics and which he was foremost in shaping and advancing. This field centers on Lie groups, partial differential systems, and differential geometry ; these, chiefly through Cartan's contributions, are now closely interwoven and constitute a unified and powerful tool". (DSB III pp. 95/96)**6958/o5ar+cav/f4
P., Hermann, 1971, un volume in 8, broché, couverture imprimée, 94pp., (1)
---- "Cartan's mathematical works can be described as the development of analysis on differentiable manifolds, which many now consider the central and most vital part of modern mathematics and which he was foremost in shaping and advancing. This field centers on Lie groups, partial differential systems, and differential geometry ; these, chiefly through Cartan's contributions, are now closely interwoven and constitute a unified and powerful tool". (DSB III pp. 95/96)**1068/6946/o5ar
P., Hermann, 1934; . P., Hermann, 1934; in 8, 42pp., broché, couverture imprimée
---- EDITION ORIGINALE ---- BEL EXEMPLAIRE ---- "Cartan's mathematical works can be described as the development of analysis on differentiable manifolds, which many now consider the central and most vital part of modern mathematics and which he was foremost in shaping and advancing. This field centers on Lie groups, partial differential systems, and differential geometry ; these, chiefly through Cartan's contributions, are now closely interwoven and constitute a unified and powerful tool". (DSB III pp. 95/96) **6949/o5ar+cav/f4(2)
P., Gauthier-Villars, 1914, un volume in 4, broché, couverture imprimée, pp. 149/186
---- EDITION ORIGINALE ---- TIRE-A-PART (OFFRINT) du Journal de mathématiques pures et appliquées ---- "Cartan's mathematical works can be described as the development of analysis on differentiable manifolds, which many now consider the central and most vital part of modern mathematics and which he was foremost in shaping and advancing. This field centers on Lie groups, partial differential systems, and differential geometry ; these, chiefly through Cartan's contributions, are now closely interwoven and constitute a unified and powerful tool". (DSB III pp. 95/96)**1079/6936/o5ar
P., Société mathématique de France, 1901, un volume in 8, broché, couverture imprimée, 71pp.
---- EDITION ORIGINALE ---- TIRE-A-PART (OFFPRINT) du Bulletin de la Société mathématique de France, tome 29 ---- "Cartan's mathematical works can be described as the development of analysis on differentiable manifolds, which many now consider the central and most vital part of modern mathematics and which he was foremost in shaping and advancing. This field centers on Lie groups, partial differential systems, and differential geometry ; these, chiefly through Cartan's contributions, are now closely interwoven and constitute a unified and powerful tool". (DSB III pp. 95/96)**6940/o5ar
P., Société mathématique de France, 1914, un volume in 8, broché, 36pp.
---- EDITION ORIGINALE ---- TIRE-A-PART (OFFPRINT) du Bulletin de la Société mathématique de France ---- "Cartan's mathematical works can be described as the development of analysis on differentiable manifolds, which many now consider the central and most vital part of modern mathematics and which he was foremost in shaping and advancing. This field centers on Lie groups, partial differential systems, and differential geometry ; these, chiefly through Cartan's contributions, are now closely interwoven and constitute a unified and powerful tool". (DSB III pp. 95/96)**1066/6950/o5ar+cav/e4
P., Institut Poincaré, 1946, un volume in 8, broché, couverture imprimée
---- EDITION ORIGINALE ---- "Henri Cartan, fils d'Elie Cartan, a été l'un des membres fondateurs du groupe Bourbaki. Il unifie par ses travaux les domaines de la géométrie différentielle, de la théorie des fonctions analytiques et de la topologie algébrique"**1070/o5ar
P., Hermann, 1961, un volume in 8 relié en cartonnage éditeur, 232pp.
---- Fils de Elie Cartan, Henri Cartan a été l'un des membres fondateurs du groupe Nicolas Bourbaki. Il unifie par ses travaux les domaines de la géométrie différentielle, de la théorie des fonctions analytiques et de la topologie algébrique. Il caractérise les domaines naturels d'existence des fonctions de plusieurs variables complexes, au-delà desquels elles ne se prolongent pas analytiquement, en introduisant la convexité holomorphe. Cette notion est la base de la théorie de Cartan-Serre qui permet de formuler simplement, en termes de faisceaux, les théorèmes fondamentaux de la théorie des fonctions analytiques de plusieurs variables complexes. Cartan dégage ensuite la notion d'espace annelé (espace topologique où à tout ouvert est associé un anneau), créant ainsi le cadre dans lequel a pu se développer la théorie des espaces analytiques**1072/o5ar
P., Vuibert, 1910, un volume in 4, broché, couverture imprimée, 32pp.
---- EDITION ORIGINALE ---- Cajori pp. 335 & 365**1088/n7ar
P., Hermann, 1886, un volume in 4, broché, couverture imprimée, pp. 345/386
---- EDITION ORIGINALE -- TIRE-A-PART (OFFPRINT) de Acta mathematica 8.4 ---- "It is to the teaching, labors and devotion of F. Brioschi, E. Betto and F. Casorati, to their influence in the organization of advanced studies, to the friendly scientific relations that they instituted between Italy and foreign countries, that the existence of a school of analysts in Italy is due". (Cajori p. 346)**1090/m6ar
P., Bachelier, 1847, un volume in 8 relié en demi-basane noire, dos orné de caissons dorés, filets dorés sur les plats, tranches jaspées (reliure de l'époque), (quelques rousseurs principalement sur les premiers feuillets), 45pp., 311pp., 17 PLANCHES dépliantes
---- BON EXEMPLAIRE BIEN COMPLET DE SES 17 PLANCHES ---- Deuxième tirage ---- Cajori pp. 341, 330, 383, 470