Schlagwort-Archive: Leibniz

Gueroult: Die Lehre des Raumes bei Leibniz

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“Die Lehre des Raumes [bei Leibniz] ergibt sich aus dem Zusammentreffen von drei Momenten: das wissenschaft­liche, das logische, das metaphysische, und, was den physischen Faktor betrifft, aus Erwägungen, die in Gegensatz sowohl zur Physik Descartes wie zur Physik Newtons stehen.” (p. 276) #Gueroult #Leibniz #Raum #Descartes #Newton

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Gueroult, Martial, Etudes sur Descartes, Spinoza, Malebranche et Leibniz. Hildesheim/New York: Georg Olms 1970.

Gueroult: Leibniz, Descartes, Newton und der Raum

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“Daraus ergibt sich, daß er [i.e. Leibniz] jeden Begriff eines absoluten Raumes zurückweist, sei nun Ietz­terer erfüllte Realitat, wie derjenige Descartes, oder leerer Rahrnen, wie derjenige Newtons.” (p. 276) #Gueroult #Raum #Leibniz #Descartes #Newton

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Gueroult, Martial, Etudes sur Descartes, Spinoza, Malebranche et Leibniz. Hildesheim/New York: Georg Olms 1970.

Gueroult: Le système leibnizien

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“Ce qui est idéal et subjectif dans l’espace, c’est, par conséquent, la forme de la relation, non la nécessité qui s’exprime en elle. Il n’y a donc rien là qui soit intrinsèquement contradictoire; tout, au contraire, s’en­ chaîne dans cette réduction du jugement synthétique au jugement analytique qui reste pour l’être fini un idéal. Sans doute, peut-on contester la thèse elle-même, mais c’est là une tout autre question que d’accuser d’absurdité la démonstration qu’en donne le système leibnizien.” (p. 275) #Gueroult #Leibniz #espace

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Gueroult, Martial, Etudes sur Descartes, Spinoza, Malebranche et Leibniz. Hildesheim/New York: Georg Olms 1970.

Gueroult: La force

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“La force qui se poursuit d’instant en instant n’est pour Leibniz qu’une serie de determinations distinctes d’une substance, et ce que nous appelons leur engendrement n’est qu’une substitution par exclusion reciproque.” (p. 149) #Gueroult #Leibniz #force #substance

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Gueroult, Martial, Leibniz. Dynamique et métaphysique suivi d’une Note sur le principe de la moindre action chez Maupertuis. Paris: Aubier - Montaigne 1967.

Halbwachs: La continuité

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„La continuité et la discontinuité dont il s’agit concernent bien plus les opérations de l’esprit en train de calculer que l’espace lui-même.“ (p. 92) #Halbwachs #Leibniz #continuité #esprit #espace

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Halbwachs, Maurice, Leibniz. Paris: Mellottée 1907.