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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, a domestic servant of Thomas Sergeant — a bookshop owner and associate of Descartes at whose house in Amsterdam Descartes lodged on 15 October 1634. When Descartes ...

  2. 19. Aug. 2016 · According to some writers, Descartes made the automaton in order to demonstrate his physiological ideas, namely that the corporeal body operates like a machine and that animals are soulless automata, while others have asserted that the object was a substitute for his deceased daughter Francine. 1 Some have described the story as prurient, seeing...

    • Minsoo Kang
    • 2017
  3. Francine Descartes, née le 19 juillet 1635 à Deventer et morte cinq ans plus tard, le 7 septembre 1640 à Amersfoort, est le seul enfant qu'ait reconnu René Descartes et le fruit de la seule relation sexuelle certaine qu'on lui connaisse. Sa mère est une servante hollandaise prénommée Helena. Si courte qu'ait été la vie de la ...

  4. 30. Mai 2018 · Did Descartes build a mechanical replica of his dead daughter Francine? How does this story relate to the philosophical zombie problem and the uncanny valley? Explore the history, psychology and ethics of human-like robots.

  5. 3. Dez. 2008 · In 1635, Descartes fathered a daughter named Francine. Her mother was Descartes’ housekeeper, Helena Jans. They lived with Descartes part of the time in the latter 1630s. He was arranging for the daughter to live with a female relative of his for the sake of her education when he learned of her death in September 1640, which ...

  6. 25. Juli 2018 · The French philosopher René Descartes was reputedly fond of automata: they inspired his view that living things were biological machines that function like clockwork. Less known is a strange...

  7. 9. Apr. 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.