Geometrie sentence example

geometrie
  • Clebsch, Theorie der bindren Algebraischen Formen (Leipzig, 1872); Vorlesungen fiber Geometrie (Leipzig, 1875); Faa de Bruno, Theorie des formes binaires (Turin, 1876); P. Gordan, Vorlesungen fiber Invariantentheorie, Bd.
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  • The other important works of Fontenelle are his Elements de la geometrie de l'infini (1727) and his Apologie des tourbillons (1752).
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  • Other works of Cournot's were Traite elementaire de la theorie des fonctions et du calcul infinitesimal (1841); Exposition de la theorie des chances et des probabilLites (1843); De l'origine et des limites de la correspondance entre l'algebre et la geometrie (1847); Traite de l'enchainement des idees fondamentales dans les sciences et dans l'histoire (1861); and Revue somma.ire des doctrines economiques (1877).
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  • In these years he had published De la correlation des figures de geometrie (1801), Geometrie de position (1803), and Principes fondamentaux del' equilibre et du mouvement (1803), all of which were translated into German.
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  • His other writings were the article "` Evidence" in the Encyclopedie, and Recherches sur l'evidence des verites geometriques, with a Projet de nouveaux elements de geometrie, 1773.
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  • - Legendre's name is most widely known on account of his Elements de geometrie, the most successful of the numerous attempts that have been made to supersede Euclid as a text-book on geometry.
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  • Hachette's principal works are his Deux Supplements a la Geometrie descriptive de Monge (1811 and 1818); Elements de geometrie a trois dimensions (1817); Collection des epures de geometric, &c.
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  • (1 795 and 1817); Applications de geometrie descriptive (1817); Traite de geometrie descriptive, &c. (1822); Traite elementaire des machines (181 I); Correspondance sur l'Ecole Polytechnique (1804-1815).
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  • Scheffers, but only one volume made its appearance (Geometrie der Beriihrungstransformationen, Leipzig, 1896).
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  • Monge's various mathematical papers are to a considerable extent reproduced in the Application de l'analyse a la Geometrie (4th ed., last revised by the author, Paris, 1819); the pure text of this is reproduced in the 5th ed.
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  • Cauchy (Paris, 1846); and the Geometrie descriptive (originating, as mentioned above, in the lessons given at the normal school).
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  • Additional volumes have since been published, Fundamente der Geometrie usw.
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  • The mathematical influence of Monge had two sides represented respectively by his two great works, the Geometric descriptive and the Application de l'analyse a la geometrie.
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  • While there he published his System der analytischen Geometrie, auf neue Betrachtungsweisen gegrundet, and insbesondere eine ausfuhrliche Theorie der Curven driller Ordnung enthaltend (Berlin, 1835).
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  • Here he published his Theorie der algebraischen Curven, which formed a continuation of the System der analytischen Geometrie.
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  • It is true that he published in 1846 his System der Geometrie des Raumes in newer analytischer Behandlungsweise, but this contains merely a more systematic and polished rendering of his earlier results.
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  • The principle of classification first presented itself in the Geometrie of Descartes (1637).
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  • Trilinear and Tangential Co-ordinates.---The Geometrie descriptive, by Gaspard Monge, was written in the year 1794 or 1 795 (7th edition, Paris, 1847), and in it we have stated, in piano with regard to the circle, and in three dimensions with regard to a surface of the second order, the fundamental theorem of reciprocal polars, viz.
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  • In this memoir by Gergonne, the theory of duality is very clearly and explicitly stated; for instance, we find " da p s la geometrie plane, a chaque theoreme ii en repond necessairement un autre qui s'en deduit en echangeant simplement entre eux les deux mots points et droites; tandis que dans la geometrie de l'espace ce sont les mots points et plans qu'il faut echanger entre eux pour passer d'un theoreme a son correlatif "; and the plan is introduced of printing correlative theorems, opposite to each other, in two columns.
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  • The theorem of duality is considered and developed, but chiefly in regard to its metrical applications, by Michel Chasles in the Memoire de geometrie sur deux principes generaux de la science, la dualite et l'homographie, which forms a sequel to the Apercu historique l'origine t.
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  • Here deduction comes into play to show the dependence of one term upon the others; and, in the case of a long chain of intervening links, the ' Geometrie, OEuvres, xi.
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  • Jahrhundert (1903); Chasles, A percu historique sur l'origine et le developpement des methodes en geometrie (3rd ed., 1889).
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