"Cartesian" Quotes from Famous Books
 ... upon the Divine essence and discerned by the Divine intelligence, are the Archetype Ideas, among which the Divine will has to choose, when it proceeds to create. The denial of this doctrine in the Nominalist and Cartesian Schools, and their reference to the arbitrary will of God of the eternal, immutable, and absolutely necessary relations of possible things, is the subversion of all ...
— Moral Philosophy • Joseph Rickaby, S. J.
... Cournot, has witnessed a mighty effort to "reintegrer l'homme dans la nature." From divers quarters there has been a methodical reaction against the persistent dualism of the Cartesian tradition, which was itself the unconscious heir of the Christian tradition. Even the philosophy of the eighteenth century, materialistic as were for the most part the tendencies of its leaders, seemed to revere man as a being ...
— Evolution in Modern Thought • Ernst Haeckel
... true as a partial and temporary truth: at the most, it is a moment of truth. "If we read the "Critique of Pure Reason" closely, we become aware that Kant has made the critique, not of reason in general, but of a reason fashioned to the habits and demands of Cartesian mechanism or Newtonian physics." (H. Bergson, "Report of French Philosophical Society", meeting, 2nd May 1901.) Moreover, he plainly studies only adult reason, its present state, a plane of thought, a sectional ...
— A New Philosophy: Henri Bergson • Edouard le Roy
... actions, looks and language. He had studied philosophy in his youth, and spoke Latin and good French. He was a mathematician and sworn land-surveyor. He had also formerly learned several sciences, and had some knowledge of medicine. But the worst of it was, he was a good Cartesian,[123] and not a good Christian, regulating himself, and all externals, by reason and justice only; nevertheless, he regulated all things better by these principles than most people in these parts do, who bear the name of Christians ...
— Journal of Jasper Danckaerts, 1679-1680 • Jasper Danckaerts
... the conic sections, two of which, the parabola and the hyperbola, he used for solving the problem of the two mean proportionals. If a:xx:yy:b, then x²ay, y²bx and xyab. These equations represent, in Cartesian co-ordinates, and with rectangular axes, the conics by the intersection of which two and two Menaechmus solved the problem; in the case of the rectangular hyperbola it was the ...
— The Legacy of Greece • Various
... another ferry two miles in breadth; (5) hop, step, and jump three miles along a narrow and tortuous track, enough to give vertigo to a goat. Lamont is not unhappy: he keeps his mind active by solving stiff quadratic equations and fiddling with Cartesian co-ordinates. I hope he will get credit for all these studies, when the last trump sounds, for he ...
— Literary Tours in The Highlands and Islands of Scotland • Daniel Turner Holmes
... from the manner in which (in Prop. xi.) I demonstrated the existence of God; it is evident, I repeat, from that proof, that the existence of God, like his essence, is an eternal truth. Further (in Prop. xix. of my "Principles of the Cartesian Philosophy"), I have proved the eternity of God, in another manner, which I need not ...
— Ethica Ordine Geometrico Demonstrata - Part I: Concerning God • Benedict de Spinoza
... societies. As time went on, two marked lines of differentiation appeared in the movement, due to the trend of the influence of important leaders, one group emphasizing especially the seeker-attitude, and the other group receiving its formative influence from Cartesian philosophy. Daniel Van Breen, Adam Boreel, and Michael Comans were the early leaders and pillars of the Amsterdam Collegium, which was begun in 1645, and some years later the group was greatly strengthened by the "convincement" of the young Mennonite doctor and {118} teacher, ...
— Spiritual Reformers in the 16th & 17th Centuries • Rufus M. Jones
... Descartes soars over modern physics, or rather, I should say, he is their luminary. The further we penetrate into the knowledge of natural phenomena, the clearer and the more developed becomes the bold Cartesian conception regarding the mechanism of the universe. There is nothing in the physical ...
— The New Physics and Its Evolution • Lucien Poincare |
