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  1. Francine Descartes (19 July 1635, Deventer – 7 September 1640, Amersfoort) was René Descartes 's daughter. Francine was the daughter of Helena Jans van der Strom, [1] a domestic servant of Thomas Sergeant — a bookshop owner and associate of Descartes at whose house in Amsterdam Descartes lodged on 15 October 1634.

  2. 19 de ago. de 2016 · The psychologist John Cohen, in his 1966 book Human Robots in Myth and Science, adds the new detail of a “fellow traveler” who discovers the machine: “There is a story that Descartes himself constructed an automaton which he called Francine, and that during a sea voyage, an inquisitive fellow traveler opened the case in which ...

  3. 1 de jul. de 2021 · Resumen: El filósofo francés René Descartes es valorado hoy en día como científico y precursor de los estudios de la mente humana en relación con la inteligencia artificial y los sistemas robóticos.

  4. Al terminar la campaña en Alemania, Descartes volvió a Francia. Durante nueve años se dedicó a viajar por Italia (1622 al 1625) y por Francia, a escribir filosofía y a realizar algunos experimentos de óptica, que serían publicados más tarde en un ensayo titulado Dióptrica.

  5. 3 de nov. de 2013 · The death of five-year old Francine Descartes in 1640 spurred her father, renowned philosopher, mathematician, and writer, René Descartes, to construct an animatronic effigy in her likeness. For Descartes, author of Principles of Philosophy (1644), this lifeless object represented the culmination of the grief and sadness that a ...

  6. 3 de dic. de 2008 · René Descartes (1596–1650) was a creative mathematician of the first order, an important scientific thinker, and an original metaphysician. During the course of his life, he was a mathematician first, a natural scientist or “natural philosopher” second, and a metaphysician third.

  7. 9 de abr. de 2001 · Descartes has been heralded as the first modern philosopher. He is famous for having made an important connection between geometry and algebra, which allowed for the solving of geometrical problems by way of algebraic equations.