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WRONSKI, Hoëné.
Sept manuscrits inédits, écrits de 1803 à 1806.
Paris, A dépot des ouvrages de l'auteur, 1879.
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First edition published after the death of Wronski.
VOLTERRA, Vito || PÉRÈS, Joseph.
Leçons sur la composition et les fonctions permutables.
Paris, Gauthier-Villars, 1924.
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30 €
First edition.
Vito Volterra (1860-1940) was an Italian mathematician and physicist. He is best known for his work on integro-differential equations, dislocation statics in crystals, biomathematics and population dynamics.
VOLTERRA, Vito.
Leçons sur les fonctions de lignes.
Paris, Gauthier-Villars, 1913.
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30 €
First edition.
Vito Volterra (1860-1940) was an Italian mathematician and physicist. He is best known for his work on integro-differential equations, dislocation statics in crystals, biomathematics and population dynamics.
VOGT, Henri Gustave.
Leçons sur la résolution algébrique des équations.
Paris, Librairie Vuibert, [1895].
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50 €
First edition.
The book includes a preface by Jules Tannery who writes: "truly indispensable to those who must one day speak of symmetric functions, of the transformation of equations, of the resolution of third and fourth degree equations, of the equations of the division of the circle."
Our copy bears a butterfly and a stamp from the Vuibert bookstore which had to buy back the stock of the publisher Nony.
VIETE, François.
Opera mathematica in unum volumen congesta ac recognita, opera atque studio Francisci a Schooten.
Leyde, ex officina Bonaventura Abraham Elzeviriorum, 1646.
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9500 €
First collective edition of the works of François Viète.
François Viète, a 16th-century French mathematician born in Fontenay-le-Comte in 1540 and died in Paris in 1603, is often hailed as the father of modern algebra.
Indeed, Viète was one of the first mathematicians in Europe to note the parameters of an equation using symbols. His innovative approach and contribution to algebraic notation was particularly influential and opened new ways for solving mathematical problems. In recognition of his contributions, Viète is widely considered one of the greatest mathematicians of his time and his legacy endures in the field of modern mathematics to this day.
This first collective edition features sixteen of Viète's works, including his seminal 'Isagoge in artem analyticam', which introduced his innovative algebraic notation.
VARIGNON, Pierre || PUJOL (Abbé).
Traité du mouvement et de la mesure des eaux coulantes et jaillissantes.
Paris, Pissot, 1725.
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200 €
First edition.
The work is based on the posthumous manuscripts of Pierre Varignon, edited by Abbé Pujol. Varignon addresses in particular the problem of the Torricelli flow.
VARIGNON, Pierre.
Elemens de Mathématique de monsieur Varignon.
Paris, Pierre-Michel Brunet, 1731.
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850 €
First edition, posthumoustly published of this work. This is an introduction to algebra and geometry based on Varignon's courses given at the College Mazarin.
Varignon (1654-1722), member of the Académie des Sciences and one of the outstanding scientist of his time, was an intimate friend of Newton, Leibniz, and Bernoullis. He demonstrated the principle of the parallelogram of forces simultaneously with and independently of Newton. He was the first French scientist of note to advocate the new differential calculus.
VARIGNON, Pierre.
Projet d’une nouvelle mechanique: avec un Examen de l'opinion de M. Borelli.
Paris, Veuve d’Edme Martin, Jean Boudot & Estienne Martin, 1687.
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450 €
First edition.
VARIGNON, Pierre.
Traité du mouvement des eaux coulantes et jaillissantes. Avec un traité préliminaire du mouvement général.
Paris, PIssot, 1725.
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750 €
First edition.
Posthumous work published by Abbé Pujol, pupil of Varignon. Pierre Varignon was the first to use differential calculus in certain areas of physics. He is one of the fathers of modern kinematics.
TAYLOR, Brook|| MURDOCH, Patrick.
Nouveaux principes de la perspective linéaire [...] avec un essai sur le mélange des couleurs par NEWTON.
Lyon, Bruyset, 1759.
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600 €
Second edition in french given by the Jesuit Antoine Rivoire of two treatises on perspective.
Taylor's book is considered in its day to be one of the best books on perspective.
TANNERY, Jules.
Correspondance entre Lejeune Dirichlet et Liouville.
Paris, Gauthier-Villars, 1910.
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75 €
First edition.
Correspondence chosen by Jules Tannery between the mathematicians Joseph Liouville (1809-1882) and Gustav LeJeune-Dirichlet (1805-1859) specialists in number theory. During the summer of 1839, during a visit to Paris, Dirichlet met Joseph Liouville during a dinner at Cauchy. From that date, their exchanges became more frequent and they soon became great friends, exchanging regular scientific correspondence.
STONE, Edmund.
Analise des infiniments petits comprenant le calcul intégral dans toute son étendue; avec son application aux quadratures, rectifications, cubatures, centres de gravité, de percussion, &c. de toutes sortes de courbes.
Paris, Julien Michel Gandouin, 1735.
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900 €
First edition in French.
Translation in French by Rondet of the Method of Fluxions published in English in 1730.
Stone participated in the spread of differential calculus in Europe following Leibniz, Bernouilli and L'Hospital.
In this book Stone continues the work of the Marquis de L'Hospital on the infinitesimal calculus.
The long introductory speech written by Louis-Bertrand Castel is devoted to Stone and the history of this completely innovative method of calculation.
SIMPSON, Thomas.
Elémens de géométrie traduits de l'anglois.
Paris, Vincent, 1755.
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200 €
Rare first edition in french of the ' Element of Plane geometry ' of Thomas Simpson.
Mathematician, Simpson. was the son of a weaver.
On 1743, he was appointed professor of mathematics at the Royal Academy at Woolwich, and on 1745 he was elected a fellow of the Royal Society.
His ' Element of Plane geometry ' were a bestseller with 6 London editions between 1714 and 1821, five at Paris, and one at Amsterdam.
SIMPSON, Thomas.
Elements of Plane Geometry. To which are added, an Essay on the Maxima and Minima of Geometrical Quantities, and A brief Treatise of regular Solids; also, the Mensuration of both Superficies and Solids, together with the Construction of a large Variety of Geometrical Problems.
London, Printed for the Author; Samuel Farrer and John Turner, 1747.
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600 €
Rare first edition of this textbook on Geometry.
Thomas Simpson, son of a weaver, was a self-taught mathematician and an ardent defender of the theories of Isaac Newton.
On 1743, he was appointed professor of mathematics at the Royal Academy at Woolwich, and on 1745 he was elected a fellow of the Royal Society.
His ' Element of Plane geometry ' were a bestseller with 6 London editions between 1714 and 1821, five at Paris, and one at Amsterdam.
SERRET, Paul.
Géométrie de direction.
Paris, Gauthier-Villars, 1869.
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75 €
First edition
Paul Serret (1827-1898) professeur de mathématiques français.
SAVERIEN, Alexandre.
Dictionnaire universel de Mathématique et de Physique, où l'on traite de l'origine, du progrès de ces deux Sciences des Arts qui en dépendent, des diverses révolutions qui leur sont arrivées jusqu'à notre temps; avec l'exposition de leurs Principes, l'analyse des sentimens des plus célèbres Auteurs sur chaque matière.
Paris, Rollin & Jombert, 1753.
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650 €
First edition.
SAVARY, Jacques.
Le Parfait Négociant ou instruction générale pour ce qui regarde le commerce.
Paris, Jean Guignard, 1675.
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3500 €
First edition.
A famous merchant born in 1622 in Doué (Anjou) from a noble family, Savary became a wealthy merchant and retired from business at the age of 36. He was chosen by Colbert to be one of the writers of the commercial code of 1673 which was called "Code Savary". He wrote in 1675 the "Perfect trader" which is the compilation of the knowledge he had gathered for the drafting of the ordinance. The legal solutions are clear, sensible, practical, honest. The book is a business bible whose importance Max Weber underlined. This work became a classic, reprinted many times and translated into German, English and Italian.
SAVARY, Jacques.
Le Parfait Négociant ou instruction générale pour ce qui regarde le commerce.
Lyon, Jacques Lyons, 1701.
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150 €
Fifth edition.
A famous merchant born in 1622 in Doué (Anjou) from a noble family, Savary became a wealthy merchant and retired from business at the age of 36. He was chosen by Colbert to be one of the writers of the commercial code of 1673 which was called "Code Savary". He wrote in 1675 the "Perfect trader" which is the compilation of the knowledge he had gathered for the drafting of the ordinance. The legal solutions are clear, sensible, practical, honest. The book is a business bible whose importance Max Weber underlined. This work became a classic, reprinted many times and translated into German, English and Italian.
SAINT-LOUP, Louis.
Traité de la résolution des équations numériques à l'usage des candidats aux écoles polytechnique et normale.
Paris, Maillet-Bachelier, 1861.
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90 €
First edition.
Louis Saint-Loup was the first director of the observatory of Besançon before being ousted in favor of Louis Gruey.;
Bound after: SAINT-LOUP & BACH, Traité des surfaces du second ordre et développements de géométrie analytique à trois dimensions,, Paris, Mallet-Bachelier, 1859 (missing the folding plate for this second treaty).
ROUCHE, Eugène || DE COMBEROUSSE, Charles.
Eléments de Géométrie conformes aux derniers programmes officiels, renfermant un grand nombre d'exercices.
Paris, Gauthier-Villars, 1881.
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50 €
Handwritten dedication on half title.
ROLLE, Michel.
Traité d'Algèbre ou principes généraux pour résoudre les questions de mathématique.
Paris, Estienne Michalet, 1690 [MDCLXC].
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1500 €
First edition.
The "Traité d'algèbre" is the most important work of Rolle.
He invented the notation n √ x to the nth root of x, which is still used today.
His most important contribution, however, is the part where he introduced the concept of "cascades". Let the polynomial equation P (x) = 0 with real roots a and b, then built polynmoe P '(x) he calls the first "cascade" as P' (a) = (ba) Q (b) where Q (x) is a polynomial of degree less. Now P '(x) is call the first derivative of P (x).
Rolle then built second cascade, the second derivative, and so forth to find all the roots of the polynomial.
According to our research, there have been several changes during the printing of the "Traité d'Algèbre".
Copie's with the wrong date (MDCLXC) as our copy, then corrected (M.DC.XC).
Copie's with the sheets FF and FFII (pages 223-226) replaced as in our copy by a single sheet Ff (paged 267/266 error).
Our copy is after adding the FF leaf, but before changing the wrong date on title page.
RIVARD, Dominique-François.
Elémens de géométrie, avec un abrégé d'arithmétique et d'algèbre.
Paris, Claude Jombert & Henry, 1732.
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300 €
First edition.
RIVARD, Dominique François.
Eléments de Mathématiques.
Paris, Saillant & Desaint, 1768.
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150 €
Sixth and last edition augmented by the author.
Rivard is considered one of the best educators of the eighteenth century.
RIESZ, Frédéric.
Les Systèmes d'équations linéaires à une infinité d'inconnues.
Paris, Gauthier-Villars, 1913.
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First edition.
Frigyes Riesz (1880-1956) was a Hungarian mathematician. He is one of the founders of functional analysis.
REYNEAU, Charles-Rene.
Analyse démontrée ou la méthode de résoudre les problèmes de mathématiques et d'apprendre facilement ces sciences, expliquée et démontrée dans le premier volume et appliquée dans le second, à découvrir les propietez des Figures de la géometrie simple et composée ;.
Paris, Quillau, 1736.
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700 €
Second edition.
Numerous scientific notes from the period on free paper inserted in volume II.
REYNAUD, Antoine André Louis.
Trigonométrie analytique, précédée de la théorie des logarithmes, et suivie des tables de logarithmes des nombres et des lignes trigonométriques.
Lyon, Courcier, 1805.
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45 €
RESAL, Henry Aimé.
Exposition de la théorie des surfaces.
Paris, Gauthier-Villars, 1891.
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60 €
First edition.
Henry Résal (1828-1896), was professor of mechanics at the École polytechnique.
REID, Thomas.
Recherches sur l'entendement humain, d'après les principes du sens commun.
Amsterdam, Jean Meyer, 1768.
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400 €
Rare first french edition.
Thomas Reid is a Scottish philosopher.
In this book define his philosphy based on the realism of the five senses and thus opposes the system of ideas, born with the philosophy of Descartes.
Chapter on view gives rise to lengthy arguments on the lens. In Section IX, Reid defined a non-Euclidean geometry.
PRIVAT DE MOLIERES, Joseph.
Traité synthétique des Lignes du I. & du II. genre ou Elémens de Géométrie dans l'Ordre de leur génération. Ces Lignes sont la Ligne Droite, le Cercle, l'Ellipse, la Parabole, & l'Hyperbole.
Paris, Veuve Brocas, 1741.
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250 €
Joseph Privat de Molières (1676-1742), french physician and mathematician, raised to the rank of associé in the Academy in 1729 and became fellow of the Royal Society of London in the same year.
A major figure in the protracted struggle against the importation of Newtonian science into France, Privat de Molières devoted his career to developing and improving Cartesian physics.
Rare mathematical work from Privat de Molières, a resale from the first edition with only a new title page and the cartons described in the collation.
PRESTET, Jean.
Nouveaux elemens des mathematiques ou principes generaux de toutes les sciences qui ont les grandeurs pour objet.
Paris, André Pralard, 1689.
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1200 €
Second enlarged edition.
This edition is important because Prestet gives (Volume 1 p.140 to p.150) for the first time his some early work on the fundamental theorem of arithmetic.
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