Mathematics

Results (121 - 150) of 419

BRIOSCHI, Francesco.

Théorie des déterminants et leurs principales applications.

Paris, Mallet-Bachelier, 1856-1861.

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60 €

First french edition.

Bound with :
BALTZER, Théorie et applications des déterminants, Paris, mallet-bachelier, 1861.

SAURI, Joseph.

Institutions mathématiques, servant d'introduction à un cours de philosophie.

Paris, Froullé, 1786.

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50 €

Popularization manual by the polymath Abbot Saury, close to the encyclopedists, who went into exile in the Indies after his imprisonment.

LACROIX, Sylvestre-François.

Traité élémentaire de Trigonométrie Rectiligne et Sphérique, et d'application de l'Algèbre à la Géométrie.

Paris, VVe Courcier, 1813.

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50 €

Sylvestre-François Lacroix (1765-1843) is a French mathematician best known for his work on differential and integral calculus. He assists Monge in writing the descriptive geometry course given at the École normale de l'an III.

The autograph of the publisher and the author authenticate the edition.

VIGNAUX, Maurice.

Le Billard.

Paris, Delarue, [v. 1890].

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50 €

Maurice Vignaux (1846-1916), French billiards champion and emblematic figure of the sport, is the author of this technical treatise. The work Le Billard (Billiards) is a reference manual that explains the theoretical foundations and playing techniques, including geometry and mechanics concepts applied to billiards. It is aimed at both novice and advanced players, with illustrations of complex shots and game rules. The work, prefaced by Desnar, is a valuable historical source for studying the history of billiards and its evolution as a precision sport in the 19th century.

DE LA VALLÉE POUSSIN, Charles-Jean.

Cours d'analyse infinitésimale.

Paris, Gauthier-Villars, 1923.

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50 €

ANDRÉ, Désiré.

Des notations mathématiques : Énumération, choix et usage.

Paris, Gauthier-Villars, 1909.

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50 €

First edition.
Désiré André (1840-1917), is a French mathematician, known in particular for his work on Catalan numbers and alternating permutations.

LEBESGUE, Henri.

Sur la mesure des grandeurs.

Genève, l'Enseignement Mathématique, 1956.

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50 €

Second edition.
Henri Lebesgue (1875-1941), is one of the great French mathematicians of the first half of the twentieth century. He is recognized for his theory of integration and for his theory of measurement, which extends the important early work of Émile Borel.

Compilation of Lebesgue's articles published in Enseignement mathématique from 1931 to 1935.

COUSINERY, Barthélémy-Édouard.

Géométrie perspective, ou principes de projection polaire appliqués à la description des corps.

Paris, Carilian-Gœury, 1828.

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50 €

First edition.
Barthélémy-Édouard Cousinery (1790-1851) was an engineer of the Ponts et Chaussées and a former student of the École Polytechnique. His work focused on geometry and its practical applications. This work is a treatise on descriptive geometry that presents the principles of polar projection and perspective, and their application to the representation of objects in engineering and architecture.

DELBOEUF, Joseph Rémi François.

Prolégomènes philosophiques de la géométrie et solution des postulats.

Liège, J. Desoer, 1860.

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50 €

First edition.
Joseph Delbœuf (1831-1896) was a Belgian psychologist and mathematician. His work focused on the philosophy of science, psychophysics, and hypnosis. This work is a philosophical study of the foundations of geometry, which seeks to solve geometric postulates. The book also includes a translation, made by Delbœuf himself, of a dissertation on the same subject by the German author Friedrich Ueberweg.

LE COINTE, Louis-Léonard-Auguste.

Leçons sur la théorie des fonctions circulaires et la trigonométrie.

Paris, Mallet-Bachelier, 1858.

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50 €

First edition.
This work is a didactic manual on trigonometry and the theory of circular functions. It is intended for students preparing for the entrance exams of the Écoles du Gouvernement, and particularly the École Polytechnique. The author, Father Louis-Léonard-Auguste Le Cointe, was a French mathematician and Jesuit priest. The book was designed for teaching and contains numerous exercises.

LEROY, Charles-François-Antoine.

Analyse appliquée à la géométrie des trois dimensions, comprenant les surfaces du second degré, avec la théorie générale des surfaces courbes et des lignes a double courbure.

Paris, Mallet-Bachelier, 1854.

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50 €

Charles-François-Antoine Leroy (1793-1875) was a French mathematician and former professor at the École Polytechnique and the École Normale Supérieure, awarded the Legion of Honor. His work, Analysis Applied to the Geometry of Three Dimensions, is an advanced treatise on analytical geometry in space. It covers complex topics such as quadratic surfaces, the general theory of curved surfaces, and doubly curved lines—essential concepts for engineering and physics at the time.

KLEIN, Felix.

Leçons sur certaines questions de géométrie élémentaire. Possibilité des constructions géométriques; les polygones réguliers; transcendance des nombres e et pi.

Paris, Nony, 1896.

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Sold

First french edition.

[FORTIA D'URBAN, Agricol-Joseph].

Traité des progressions par addition, ou des séries algébriques, terminé par de nouvelles vues sur la quadrature du cercle et précédé par un discours sur la nécessité d'un nouveau système de calcul.

Paris, Nyon, 1795.

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40 €

Third edition.

POINSOT, Louis.

Éléments de statique, suivis de quatre mémoires sur la composition des moments et des aires ; sur le plan invariable du système du monde ; sur la théorie générale de l'équilibre et du mouvement des systèmes et sur une théorie nouvelle de la rotation des corps.

Paris, Bachelier, 1842.

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40 €

LACROIX, Sylvestre François.

Essais de géométrie sur les plans et les surfaces courbes.

Paris, Bachelier, 1829.

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40 €

BOREL, Émile || DRACH, Jules.

Introduction a l'étude de la théorie des nombres et de l'algèbre supérieure.

Paris, Vuibert [Nony et Cie], 1895.

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40 €

First edition.

CARMICHAEL, Robert Daniel.

Analyse indéterminée.

Paris, Puf, 1929.

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40 €

Robert Daniel Carmichael (1879-1967) was an American mathematician, a professor at the University of Illinois. He is known for his work in number theory. This work, translated from English, is a study of indeterminate analysis, a branch of mathematics that deals with equations with multiple variables and their integer solutions. The book covers topics such as Diophantine equations and Fermat's Last Theorem.

JULIA, Gaston.

Cours de Géométrie.

Paris, Gauthier-Villars, 1941.

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First edition.
Gaston Julia (1893-1978), a member of the Institute and professor at the École Polytechnique, was a leading French mathematician, famous for his work on fractals (Julia set). His Cours de Géométrie (Course in Geometry) is a textbook derived from his teaching at the École Polytechnique, a prestigious institution that trains France's scientific and technical elite. This work reflects the methods and content of geometry teaching in the mid-20th century, a field that remains fundamental despite the emergence of new branches of mathematics. Julia's course was renowned for its clarity and rigor.

APPELL, Paul || LACOUR, Émile.

Principes de la Théorie des Fonctions Elliptiques et Applications.

Paris, Gauthier-Villars, 1922.

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35 €

Second edition augmented.
Paul Appell (1855-1930), member of the Institute and rector of the University of Paris, was a major French mathematician, known for his work on mechanics and analysis. Co-authored with Émile Lacour (1864-1942), lecturer at the University of Nancy.

LEGENDRE, Adrien-Marie.

Éléments de Géométrie, avec des notes.

Paris, Firmin Didot Frères, 1837.

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Adrien-Marie Legendre (1752-1833) was a distinguished French mathematician, a member of the Institut and the Legion of Honour, as well as the Royal Society of London. His contributions were major in number theory, analysis (Legandre functions, Legendre transform), and geometry. His "Elements of Geometry" was an international reference textbook, rivaling Euclid's "Elements" in its clarity and rigor.

STURM, Charles.

Cours d'analyse de l'École Polytechnique.

Paris, Gauthier-Villars, 1880.

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35 €

Charles Sturm (1803-1855) was a French mathematician of Swiss origin, a member of the Institute, famous for his work on the theory of equations. His Cours d'analyse de l'École Polytechnique (Course in Analysis of the École Polytechnique) is a fundamental textbook that influenced the teaching of mathematical analysis in France in the 19th century. Volume Two, revised and corrected by E. Prouhet and followed by the elementary theory of elliptic functions by M. H. Laurent, shows the evolution of curricula and the integration of advanced topics into the École Polytechnique's program. Sturm's lectures were renowned for their rigor and clarity, influencing generations of mathematicians.

BERNSTEIN, Vladimir.

Leçons sur les Progrès Récents de la Théorie des Séries de Dirichlet.

Paris, Gauthier-Villars, 1933.

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35 €

First edition.
Vladimir Bernstein (1888-1960) was a Russian, then French, mathematician, Privatdozent at the Royal University of Milan, specializing in function theory. His Leçons sur les Progrès Récents de la Théorie des Séries de Dirichlet (Lessons on Recent Progress in the Theory of Dirichlet Series), lectured at the Collège de France and prefaced by the famous mathematician Jacques Hadamard, is an important work on this branch of mathematical analysis. Dirichlet series are fundamental in analytic number theory and have close ties to zeta functions.

RIESZ, Frigyes.

Les Systèmes d'Équations Linéaires à une Infinité d'Inconnues.

Paris, Gauthier-Villars, 1913.

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30 €

First edition.
Frigyes Riesz (1880-1956) was a Hungarian mathematician. He is one of the founders of functional analysis.

JORDAN, Camille.

Cours d'analyse de l'École polytechnique.

Paris, Gauthier-Villars, 1909-1913-1915.

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Third edition.
Camille Jordan is a French mathematician, known both for his fundamental work in group theory and for his influential Cours d'analyse which marked the birth of modern analysis in France, based on the ideas of Weierstrass.

TANNERY, Jules.

Introduction a la théorie des fonctions d’une variable.

Paris, A. Hermann, 1904.

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90 €

Second edition.

TAIT, Peter Guthrie.

Traité élémentaire des Quaternions.

Paris, Gauthier-Villars, 1882.

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90 €

First french edition.

EUCLIDE || PEYRARD, F.

Les œuvres d'Euclide, traduites littéralement par F.Peyrard.

Paris, Albert Blanchard, 1966.

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Reprint of the original 1819 edition of this translation of Euclid's works by Peyrard.

COMTE, Auguste.

La géométrie analytique d'Auguste Comte. Nouvelle édition précédée de la Géométrie de Descartes.

Paris, Gauthier-Villars, 1894.

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90 €

Reissue of Auguste Comte's Elementary Treatise, preceded by Descartes' Geometry.

PONCELET, Jean-Victor.

Applications d'Analyse et de Géométrie, qui ont servi, en 1822, de principal fondement au Traité des Propriétés Projectives des Figures.

Paris, Mallet-Bachelier, 1862.

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90 €

First edition. First part only.
First publication of a manuscript written by Poncelet, a prisoner in Saratov, Russia. During his captivity, Poncelet wrote his Treatise on Projective Properties.

DUHAMEL, Jean-Marie Constant.

Cours d'analyse de l'école polytechnique.

Paris, Bachelier, 1841.

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90 €

First edition.

Results (121 - 150) of 419

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Mathematics

BRIOSCHI, Francesco.

Théorie des déterminants et leurs principales applications.

First french edition.Bound with : BALTZER, Théorie et applications des déterminants, Paris, mallet-bachelier, 1861.

SAURI, Joseph.

Institutions mathématiques, servant d'introduction à un cours de philosophie.

Popularization manual by the polymath Abbot Saury, close to the encyclopedists, who went into exile in the Indies after his imprisonment.

LACROIX, Sylvestre-François.

Traité élémentaire de Trigonométrie Rectiligne et Sphérique, et d'application de l'Algèbre à la Géométrie.

VIGNAUX, Maurice.

Le Billard.

DE LA VALLÉE POUSSIN, Charles-Jean.

Cours d'analyse infinitésimale.

ANDRÉ, Désiré.

Des notations mathématiques : Énumération, choix et usage.

First edition.Désiré André (1840-1917), is a French mathematician, known in particular for his work on Catalan numbers and alternating permutations.

LEBESGUE, Henri.

Sur la mesure des grandeurs.

COUSINERY, Barthélémy-Édouard.

Géométrie perspective, ou principes de projection polaire appliqués à la description des corps.

DELBOEUF, Joseph Rémi François.

Prolégomènes philosophiques de la géométrie et solution des postulats.

LE COINTE, Louis-Léonard-Auguste.

Leçons sur la théorie des fonctions circulaires et la trigonométrie.

LEROY, Charles-François-Antoine.

Analyse appliquée à la géométrie des trois dimensions, comprenant les surfaces du second degré, avec la théorie générale des surfaces courbes et des lignes a double courbure.

KLEIN, Felix.

Leçons sur certaines questions de géométrie élémentaire. Possibilité des constructions géométriques; les polygones réguliers; transcendance des nombres e et pi.

First french edition.

[FORTIA D'URBAN, Agricol-Joseph].

Traité des progressions par addition, ou des séries algébriques, terminé par de nouvelles vues sur la quadrature du cercle et précédé par un discours sur la nécessité d'un nouveau système de calcul.

Third edition.

POINSOT, Louis.

Éléments de statique, suivis de quatre mémoires sur la composition des moments et des aires ; sur le plan invariable du système du monde ; sur la théorie générale de l'équilibre et du mouvement des systèmes et sur une théorie nouvelle de la rotation des corps.

LACROIX, Sylvestre François.

Essais de géométrie sur les plans et les surfaces courbes.

BOREL, Émile || DRACH, Jules.

Introduction a l'étude de la théorie des nombres et de l'algèbre supérieure.

First edition.

CARMICHAEL, Robert Daniel.

Analyse indéterminée.

JULIA, Gaston.

Cours de Géométrie.

APPELL, Paul || LACOUR, Émile.

Principes de la Théorie des Fonctions Elliptiques et Applications.

Second edition augmented.Paul Appell (1855-1930), member of the Institute and rector of the University of Paris, was a major French mathematician, known for his work on mechanics and analysis. Co-authored with Émile Lacour (1864-1942), lecturer at the University of Nancy.

LEGENDRE, Adrien-Marie.

Éléments de Géométrie, avec des notes.

STURM, Charles.

Cours d'analyse de l'École Polytechnique.

BERNSTEIN, Vladimir.

Leçons sur les Progrès Récents de la Théorie des Séries de Dirichlet.

RIESZ, Frigyes.

Les Systèmes d'Équations Linéaires à une Infinité d'Inconnues.

First edition.Frigyes Riesz (1880-1956) was a Hungarian mathematician. He is one of the founders of functional analysis.

JORDAN, Camille.

Cours d'analyse de l'École polytechnique.

Third edition.Camille Jordan is a French mathematician, known both for his fundamental work in group theory and for his influential Cours d'analyse which marked the birth of modern analysis in France, based on the ideas of Weierstrass.

TANNERY, Jules.

Introduction a la théorie des fonctions d’une variable.

Second edition.

TAIT, Peter Guthrie.

Traité élémentaire des Quaternions.

First french edition.

EUCLIDE || PEYRARD, F.

Les œuvres d'Euclide, traduites littéralement par F.Peyrard.

Reprint of the original 1819 edition of this translation of Euclid's works by Peyrard.

COMTE, Auguste.

La géométrie analytique d'Auguste Comte. Nouvelle édition précédée de la Géométrie de Descartes.

Reissue of Auguste Comte's Elementary Treatise, preceded by Descartes' Geometry.

PONCELET, Jean-Victor.

Applications d'Analyse et de Géométrie, qui ont servi, en 1822, de principal fondement au Traité des Propriétés Projectives des Figures.

First edition. First part only.First publication of a manuscript written by Poncelet, a prisoner in Saratov, Russia. During his captivity, Poncelet wrote his Treatise on Projective Properties.

DUHAMEL, Jean-Marie Constant.

Cours d'analyse de l'école polytechnique.

First edition.

First french edition.

Bound with :
BALTZER, Théorie et applications des déterminants, Paris, mallet-bachelier, 1861.

First edition.
Désiré André (1840-1917), is a French mathematician, known in particular for his work on Catalan numbers and alternating permutations.

Second edition augmented.
Paul Appell (1855-1930), member of the Institute and rector of the University of Paris, was a major French mathematician, known for his work on mechanics and analysis. Co-authored with Émile Lacour (1864-1942), lecturer at the University of Nancy.

First edition.
Frigyes Riesz (1880-1956) was a Hungarian mathematician. He is one of the founders of functional analysis.

Third edition.
Camille Jordan is a French mathematician, known both for his fundamental work in group theory and for his influential Cours d'analyse which marked the birth of modern analysis in France, based on the ideas of Weierstrass.

First edition. First part only.
First publication of a manuscript written by Poncelet, a prisoner in Saratov, Russia. During his captivity, Poncelet wrote his Treatise on Projective Properties.