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Phone number : 01 43 25 51 73P., Gauthier-Villars, 1897, un volume in 8 relié en demi-chagrin marron (reliure de l'époque), (2), 24pp., 694pp.
---- Troisième édition française ---- "When Salmon joined the staff of Trinity College in 1841, its mathematical school was already internationally known... There was a strong bias toward synthetic geometry in the school, and it was in this field that Salmon began his research work, although he shortly became interested in the algebraic theories... He played an important part in the applications of the theory of invariants and covariants of algebraic forms to the geometry of curves and surfaces... His chief fame as a mathematician, however rests on the series of textbooks that appeared between 1848 and 1862. These four treatises on conic sections, higher plane curves, modern algebra, and the geometry of three dimensions not only gave a comprehensive treatment of their respective fields but also were written with a clarity of expression and an elegance of style that made them models of what textbook should be... They remained for many years the standard advanced textbooks in their respective subjects". (DSB XII pp. 86/87)**4649/N7DE-4648/CAV.E2-7396/CAV.E3
P., Gauthier-Villars, 1882/1891, 3 TOMES reliés en 1 volume in 8, demi-chagrin marron, dos orné de fers et filets dorés (reliure de l'époque), T.1 : 17pp., 336pp., T.2 : 10pp., 295pp., T.3 : 8pp., 220pp.
---- PREMIERE EDITION FRANCAISE ---- BEL EXEMPLAIRE ---- "When Salmon joined the staff of Trinity College in 1841, its mathematical school was already internationally known... There was a strong bias toward synthetic geometry in the school, and it was in this field that Salmon began his research work, although he shortly became interested in the algebraic theories... He played an important part in the applications of the theory of invariants and covariants of algebraic forms to the geometry of curves and surfaces... His chief fame as a mathematician, however rests on the series of textbooks that appeared between 1848 and 1862. These four treatises on conic sections, higher plane curves, modern algebra, and the geometry of three dimensions not only gave a comprehensive treatment of their respective fields but also were written with a clarity of expression and an elegance of style that made them models of what textbook should be... They remained for many years the standard advanced textbooks in their respective subjects". (DSB XII pp. 86/87)**4646/8342/N6AR-8343/N7AR
P., Gauthier-Villars, 1884, un volume in 8 relié en demi-chagrin marron, dos orné de fers dorés (reliure de l'époque), 23pp., 667pp., demi-chagrin marron, dos orné de fers dorés
---- PREMIERE EDITION FRANCAISE ---- BEL EXEMPLAIRE ---- "When Salmon joined the staff of Trinity College in 1841, its mathematical school was already internationally known... There was a strong bias toward synthetic geometry in the school, and it was in this field that Salmon began his research work, although he shortly became interested in the algebraic theories... He played an important part in the applications of the theory of invariants and covariants of algebraic forms to the geometry of curves and surfaces... His chief fame as a mathematician, however rests on the series of textbooks that appeared between 1848 and 1862. These four treatises on conic sections, higher plane curves, modern algebra, and the geometry of three dimensions not only gave a comprehensive treatment of their respective fields but also were written with a clarity of expression and an elegance of style that made them models of what textbook should be... They remained for many years the standard advanced textbooks in their respective subjects". (DSB XII pp. 86/87)**4645/N6AR-8344/N7AR
P., Gauthier-Villars, 1870, un volume in 8 relié en demi-basane noire, dos orné de fers et filets dorés (reliure de l'époque), (coins légèrement émoussés), 25pp., 564pp.
---- PREMIERE EDITION FRANCAISE ---- "When Salmon joined the staff of Trinity College in 1841, its mathematical school was already internationally known... There was a strong bias toward synthetic geometry in the school, and it was in this field that Salmon began his research work, although he shortly became interested in the algebraic theories... He played an important part in the applications of the theory of invariants and covariants of algebraic forms to the geometry of curves and surfaces... His chief fame as a mathematician, however rests on the series of textbooks that appeared between 1848 and 1862. These four treatises on conic sections, higher plane curves, modern algebra, and the geometry of three dimensions not only gave a comprehensive treatment of their respective fields but also were written with a clarity of expression and an elegance of style that made them models of what textbook should be... They remained for many years the standard advanced textbooks in their respective subjects". (DSB XII pp. 86/87)**4651/N7DE-4650/CAV.E2
P., Gauthier-Villars, 1869, un volume in 8 relié en demi-chagrin marron, couvertures conservées (reliure de l'époque), 20pp., 523pp.
---- EDITION ORIGINALE ---- TRES BEL EXEMPLAIRE ---- "SERRET diffusa et clarifia la théorie des groupes de Galois..." ---- SERRET belonged to that group of mathematicians in Paris who greatly advanced differential calculus during the period 1840-1865, and the fundamental formulas in the theory of space curves bear his name and that of J.F. Frenet. Serret also worked in number theory, calculus, mechanics and astronomy and wrote several popular text-books including Cours d' algèbre supérieur...". (DSB XII pp. 318/319) ---- Cajori ---- Triangles et tétraèdres conjugués - Quadrilatères et hexaèdres conjugués - Quadrangles et octaèdres conjugués - Propriété de huit, de neuf points associés - Propriété de huit, de neuf plans associés - Propriétés générales des courbes et des surfaces du second degré - Théorèmes et problèmes - etc**4753/N6DE
P., Mallet-Bachelier, 1860, un volume in 8 relié en demi-basane verte, dos orné de filets dorés (reliure de l'époque), 20pp., 276pp.
---- EDITION ORIGINALE ---- BEL EXEMPLAIRE ---- "Serret diffusa et clarifia la théorie des groupes de Galois..." ---- "Serret belonged to that group of mathematicians in Paris who greatly advanced differential calculus during the period 1840-1865, and the fundamental formulas in the theory of space curves bear his name and that of J.F. Frenet. Serret also worked in number theory, calculus, mechanics and astronomy and wrote several popular text-books including Cours d' algèbre supérieur...". (DSB XII pp. 318/319) ---- Cajori ---- Propriétés descriptives communes à toutes les lignes à double courbure - Eléments de géométrie sphérique infinitésimale - Des divers éléments différentiels et de diverses grandeurs que l'on peut avoir à considérer en chaque point d'une ligne à double courbure quelconque - Des lignes tracées sur une surface de révolution ; sections planes, lignes et cercles géodésiques - etc** N3+ARB1-4754.6423
Hanovre, Wolfenbutteler, 1948, un volume in 8, broché, 123pp.
---- EDITION ORIGINALE ---- "From, 1898 until his death, Severi published more than 400 books and papers on mathematics, history of science, education and philosophy. His most outstanding contributions, however, were in the field of algebraic geometry. Severi acquired the taste for elegant synthetic arguments while studying with Segre at the University of Turin, from which he graduated in 1900 under Segre's guidance. At Turin he became interested in algebraic and enumerative problems and developed a broad geometric eclecticism and a formidable dexterity in the projective geometry of higher spaces... Severi perfected the theory of birational invariants of algebraic surfaces and created an analogous (but more complex) theory for algebraic varieties of arbitrary dimension... Algebraic geometry has undergone several revoutionary changes in the twentied century that have led to many schools and to several widely differing methods of approach. Severi's work remains not merely a monument to him but also a valuable source from which all algebraic geometers continue to draw ideas...". (DSB XII pp. 330/332)**4768/CAV.G2
Leipzig, Teubner, 1901/1903, 2 volumes in 8, brochés, (le dos du tome 1 est cassé, petit manque de papier à la partie inférieure du premier plat de couverture du tome 1)603pp.
---- EDITION ORIGINALE ------ "Study was largely self-taught in mathematics and his writings reflect a higher individual way of thinking. In his long work Geometrie der dynamen , Study made a particularly thorough examination of Euclidean kinematics of rigid bodies". (DSB XIII p. 124)**4908/L7AR