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Results (91 - 120) of
183
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LACROIX, Sylvestre Francois.
Traité du calcul differentiel et du calcul integral.
Paris, J.B.M. Duprat, 1797-1798-1800.
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850 €
First edition.
Rare with the third volume, published separatly, under the title "Traité des différences et des séries" and that will be included in the second edition of the "Traité du calcul differentiel et du calcul integral".
LACROIX, Silvestre-François.
Essais de géométrie sur les plans et les surfaces courbes (Ou Élémens de Géométrie Descriptive).
Paris, Fuchs & Bernard, 1795.
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600 €
First edition of Lacroix's very rare first book; it was extremely popular and saw a seventh edition in 1840. The book was written in part for various professions including architects, carpenter, artists, and geometers in order to improve their graphical procedures.
Bound after : 2. Élémens de géométrie précédés de réflexions sur l'ordre à suivre dans ces élémens, sur la manière de les écrire, et sur la méthode en mathématiques. Chez Duprat, An septième [1798], Paris. First edition.
LACROIX, Silvestre François.
Essais sur l'enseignement en général et sur celui des mathématiques en particulier.
Paris, Bachelier, 1828.
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200 €
Third edition.
Copy from the scientific library of Richard M. Hoe (1812-1886), inventor of the rotary press and great collector of scientific literature. Our copy appears on page 41 of his library's inventory.
LA VALLEE POUSSIN, Charles Jean Gustav Nicolas de.
Leçons sur l'approximation des fonctions d'une variable réelle.
Paris, Gauthier-Villars, 1919.
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30 €
First edition.
Charles-Jean Étienne Gustave Nicolas de La Vallée Poussin (1866-1962), is a Belgian mathematician known for having proved the prime number theorem using the methods of complex analysis.
LA HIRE, Philippe De.
Nouveaux élémens des sections coniques, les lieux géométriques, la construction, ou effection des équations.
Paris, André Pralard, 1679.
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1500 €
First edition.
Philippe de La Hire (1640-1718) is a French mathematician, he is the successor of Desargues and Pascal in the geometry of conics, in that he deduces the properties of conics from the properties of the circle.
La Hire innovates compared to his two predecessors, in that he exploits to the maximum the properties of invariance of harmonic division, which allows him to reason almost exclusively in the plane (and not in space).
This approach leads him to develop the notions of poles and polars, homology, orthoptic locus, etc.
LA CHAPELLE, Abbé Jean-Baptiste de.
Discours sur l’étude des Mathématiques, où l’on essaye d’établir que les enfans sont capables de s’y appliquer.
Paris, Prault, 1743.
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350 €
Rare first edition of this booklet on how to teach mathematics to children. He propose to begin at the age of 6.
LA CHAPELLE, Abbé Jean-Baptiste de.
Institutions de géométrie.
Paris, Debure l'aîné, 1746.
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400 €
First edition.
KOENIGS, Gabriel.
Leçons de cinématique professées à la Sorbonne - Cinématique théorique.
Paris, Librairie scientifique A. Hermann, 1897.
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80 €
First edition.
Gabriel Koenigs (1858-1931) mathematician was appointed professor of mechanics at the Sorbonne in 1895. In the preface he says he planned another volume on applied kinematics, but this part has apparently never been published.
JOURDANET, Jean-Pierre.
Traité d'Arithmétique destiné aux élèves de l'enseignement secondaire classique et moderne, de l'enseignement primaire supérieur, des écoles normales d'instituteurs.
Paris, A. Hermann, 1892.
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50 €
First edition.
JACOBI, Carl Gustav Jacob.
Mémoire sur l'élimination des noeuds dans le problème des trois corps.
Paris, Bachelier, 1844.
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350 €
First off-print publication of Jacobi's article on his approach to the three-body problem.
Jacobi's article is binded following two other memoirs on celestial mechanics, extracted from the Journal de Liouville:
CISA DE GRESY, Memoir on the problem of the disturbance of the planets, Bachelor, [1828]
LE DOULCET DE PONTECOULANT, Memoir on the part of the coefficients of the great inequalities of Jupiter and Saturn which depend on the square of the pertubating forces, Paris, Bachelier, [1829].
GUYOT, Edme-Gilles.
Nouvelles Récréations Physiques et Mathématiques, contenant ce qui a été imaginé de plus curieux dans ce genre, et ce qui se découvre journellement.
Paris, Gueffier, 1786.
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900 €
Third edition. Complete of it's 102 plates (we have 103 plates. pl. 48 of P2 in double)
34 plates of volume 2 are watercolored.
This book is one of the most complete and certainly the most beautifully illustrated works of popular science that developed in the late eighteenth century (Ozanam, Nollet, ...).
The first volume deals with mathematics, magnetism, and electricity. The second volume deals with geometry, optics, catoptrics, dioptrics, fire, air and water. The last volume is organized around the following themes: numbers, hand addresses and card tricks.
GROLLIER DE SERVIÈRE, Gaspard.
Recueil d'ouvrages curieux de mathématique et de mécanique, ou description du cabinet de Monsieur Grollier de Servière avec des figures en taille douce.
Lyon, David Forey, 1719.
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2200 €
First edition.
Among the mechanical inventions depicted in Grollier de Serviere's Cabinet are those for propelling ships, making elevations, various kinds of clocks, lamps, mechanical figures, mills, optical contrivances and geometrical instruments.
GODEAUX, Lucien.
Les transformations birationnelles du plan.
Paris, Gauthier-Villars, 1927.
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50 €
First edition.
Lucien Godeaux (1887-1975), Belgian mathematician specialized in algebraic geometry.
GINAC, Joseph Gaspard.
Recueil d'Arithmétique.
Marseille, s.n., 1747.
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750 €
Amusing arithmetic manuscript dotted with naive polychrome drawings.
The difficulty in learning mathematical operations in a non-decimal system (ounces, pounds ...) was to encourage Joseph Gaspard Ginac to distract himself with small drawings.
[GEOMETRIE].
Cours de géométrie manuscrit.
s.l., s.n., [v. 1800].
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Sold
Original manuscript.
Manuscript of an elementary geometry course (triangle, polygons, etc.), some figures in the text.
GENTY, Louis || [MAUGUE ?].
Cours de géométrie et de trigonométrie rectiligne suivant Mr Genty.
s.l., s.n., 1800.
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600 €
Original Manuscript.
Geometry course certainly given by Louis Genty, who was then professor of Mathematics at the Ecole centrale du Loiret in Orléans. Louis Genty became known in his field for having written a book on Fermat's contributions to geometry and he became a correspondent for the Académie des Sciences in the geometry section shortly before his death in 1817.
GAUTHIER, Mr.
Collections mathématiques.
s.l., s.n., 1806-1807.
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1500 €
Fine copy.
GAULTIER DE BIAUZAT, Jean François.
Projet motivé d'articles additionnels à la loi, du 19 janvier 1791. Relative à l'organisation des Ponts & Chaussées.
Paris, Imprimerie nationale, 1791.
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120 €
First edition.
Proposed amendments to the law of January 19, 1791, which created the Corps of Ponts et Chaussées.
GALOIS, Évariste.
Oeuvres mathématiques d'Évariste Galois. In Journal de Mathématiques pures et appliquées ou Recueil mensuel de mémoires sur les diverses parties des mathématiques, Année 1846, Tome XI.
Paris, Bachelier, 1846.
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6500 €
First edition of collected mathematical works of Evariste Galois given by Liouville in this volume of the Journal de Mathématiques pures et appliquées .
A brilliant mathematician, misunderstood in his day and with a tragic fate (he died at the age of 20 in a gallant duel), Galois created the notion of group, and his work has inspired generations of mathematicians.
A brilliant student, he was misunderstood by his contemporaries. Poisson rejected the work he wanted to present to the Paris Academy of Sciences.
In 1832, on the eve of his fatal duel, Galois wrote his mathematical will, which he entrusted to a friend.
It was not until 1846 that Liouville published them in this volume of the Journal des mathématiques, and not until 1870 that Jordan recognized their importance.
"When, yielding to the wish of Evariste's friends, I gave myself up, as it were under the eyes of his brother, to the attentive study of all the printed or manuscript pieces he left behind, I therefore thought I had to propose as my sole aim to seek out, to unravel, to then bring out as best I could, what was new in these productions.
My zeal was soon rewarded, and I was delighted when, after filling in a few small gaps, I recognized the complete accuracy of the method by which Galois proves, in particular, this beautiful theorem: For an irreducible equation of prime degree to be solvable by radicals, it is necessary and sufficient that all the roots be rational functions of any two of them.
This method, truly worthy of the attention of geometers, would alone suffice to secure our compatriot a place among the small number of scientists who have earned the title of inventor." (Liouville p.382).
FRENET, Frédéric.
Recueil d'exercices sur le calcul infinitésimal : Ouvrage destiné aux candidats à l'école polytechnique et à l'école normale, aux élèves de ces écoles, et aux personnes qui se préparent à la licence ès sciences mathématiques.
Paris, Mallet-Bachelier, 1856.
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95 €
Rare first edition.
FRECHET, Maurice.
Les Espaces abstraits et leur théorie considérée comme introduction à l'analyse générale.
Paris, Gauthier-Villars, 1928.
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35 €
First edition.
Maurice Fréchet (1878-1973), is a French mathematician. A prolific mathematician, he worked, among other things, in topology, probability theory and statistics. In 1906, he introduced metric spaces and identified the first notions of topology by seeking to formalize in abstract terms the work of Volterra, Arzelà, Hadamard and Cantor. It introduces the notions of filter, uniform convergence, compact convergence and equicontinuity.
FRANCOEUR, Louis Benjamin.
Géodésie ou traité de la figure de la Terre et de ses parties.
Paris, Bachelier, 1840.
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120 €
Second edition.
Lessons given at the Faculty of Sciences of Paris including topography, surveying, leveling, terrestrial and astronomical geomorphy, construction of maps, navigation.
FONTES, Joseph.
Réunion de 4 plaquettes sur l'arithmétique et la division.
Toulouse, s.n., [1892-1893].
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150 €
First editions.
Meeting of 4 brochures on the subject of arithmetics.
FONTES, Joseph.
Archéologie Mathématique : Réunion de 6 plaquettes.
Toulouse, s.n., [v. 1897].
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150 €
First editions.
Meeting of 6 brochures on the subject of Mathematical Archaeology, taken separately from science history journals:.
FONTAINE Des BERTINS, Alexis.
Mémoires donnés à l'académie royale des sciences non imprimés dans leur temps, par M.Fontaine, de cette académie.
Paris, Imprimerie Royale, 1764.
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750 €
First edition.
Twelve memories, dealing essentially with infinitesimal geometry, integral calculus, mechanics, and astronomy.
[ECOLE POLYTECHNIQUE] BARDONNAUT, Ernest.
Epures de Géométrie descriptive.
s.l., s.n., [v. 1847].
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200 €
Collection of drawings, by Marie Henri Ernest Bardonnaut (X 1847).
[ECOLE POLYTECHNIQUE].
Programmes de l'enseignement de l'Ecole Royale Polytechnique.
Paris, Imprimerie royale, 1833.
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80 €
First edition.
Teaching program for the 1833-1834 school year at the Ecole Polytechnique decided by the improvement council and approved by the Minister of War on whom the School depended.
DUPUY, Léon.
Exposé de la méthode de Hansen pour le calcul des perturbations spéciales des petites planètes.
[Paris], [Baillière], [1874].
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150 €
First edition.
Article published in the Memoirs of the Physical and Natural Sciences Society of Bordeaux.TX on this fundamental problem of celestial mechanics which preoccupied mathematicians and astronomers at the end of the 19th century. Discussion on Hansen's method which is a perturbation theory approach to the three-body problem.
DUPORCQ, Ernest.
Premiers principes de géométrie moderne à l'usage des élèves de mathématiques spéciales et des candidats à la licence et à l'aggrégation.
Paris, Gauthier-Villars, 1912.
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30 €
Second edition augmented by Raoul Bricard.
DUPIN, Charles.
Applications de géométrie et de méchanique, à la Marine, aux Ponts et Chaussées, etc. Pour faire suite aux développements de Géométrie.
Paris, Bachelier, 1822.
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300 €
First edition.
Dupin is known for it's theorem and for the cyclides of Dupin.
Today, Dupin cylides are used in computer-aided design (CAD), because cyclide patches have rational representations and are suitable for blending canal surfaces (cylinder, cones, tori, and others).
It's in this work that Dupin use for the first time the word "Cyclid" and give the demonstration of their existance and their main properties.
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