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Libros antiguos y modernos

Pardies (Ignace Gaston)

Elemens de Geometrie ou par une Methode Courte & aisÈe líon peut apprendre ce quíil faut scavoir díEuclide, díArchimede, díApollonius, & les plus belles Inventions des ancien & des nouveaux Geometres. Paris, Chez Sebastien Mabre-Cramoisy, Imprimeur du Roy, rue S. Jacques aux Cicognes,1678. Third edition, 12mo, woodcut device on title, numerous woodcut diagrams and illustrations in the text, [24], 163, [5] pp. [Bound with:-] PARDIES (Ignace Gaston) Deux Machines propres a faire Les Quadrans avec Tres-grande facilitÈ. DÈcrites & expliquÈes. Paris, Chez Sebastien Mabre-Cramoisy, Imprimeur du Roy, rue S. Jacques aux Cicognes, 1776. Second edition, 12mo, 7 folding engraved plates, [10], 58, [4] pp. [Bound with:] PARDIES (Ignace Gaston) La

Paris: Chez Sebast. Mabre-Cramoisy, Imprimeur du Roy, rue S. - Jacques aux Cicognes, 1674.,

743,76 €

Forest Books William Laywood

(Grantham, Reino Unido)

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Detalles

Autor
Pardies (Ignace Gaston)
Editores
Paris: Chez Sebast. Mabre-Cramoisy, Imprimeur du Roy, rue S., Jacques aux Cicognes, 1674.
Materia
SCIENCE PHYSICS GEOMETRY EARLY PRINTING

Descripción

Second edition, 12mo, [24], 239, [1] pp., 2 folding plates, numerous illustrations in the text. Three works in one, some light dampstaining on the lower outer corners of a few leaves towards the end, later full calf, morocco, raised bands, spine label letter in gilt, a very nice copy. ìA Jesuit, Pardies deserves a place in the history of physics for having intervened in the debate on the ideas of Newton and Huygens at certain decisive moments. His work, which is not extensive, is characteristic of a traditional period. Although Pardies did not have the time to devote the full measure of his abilities to science, he was undoubtedly one of those vigorous intellects that science always needs. His notions, as bold as they were n‰ive, purported to demonstrate the spirituality of the soul by virtue of its capacity to understand the infinite through the ëclear and distinct ideasí of certain geometric arguments.î - DSB.
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