数学联邦政治世界观
超小超大

永恒轮回(二) (4-4)

2. The idea of a common plane of distribution is borrowed by Kant from Thomas Wright: the idea of the movement of the stars is from Bradley. He never stopped celebrating Bradley. One talks a great deal about the Copernican revolution. Has Copernicus established the heliocentric system? The response is evidently negative. Its reasoning could be only geometrical and kinetic. They were thus in dispute because of the equivalence of hypotheses, already stated by the Greek astronomers. Hence the hesitation of the classical age: Descartes, Pascal and Leibniz. These three, contrary to the legend, were not afraid of prison. Two among them, in effect, defended infinitism, just like Giordano Bruno who was burnt at the stake. If they feared the prison of Galileo, why weren’t they terrified by the butchery of Bruno? In fact, they applied the only scientific method, knowledge of the equivalence of hypotheses, geometrical and kinetic. The Copernican solution was elegant, but undemonstrated. It was the same with Bradley. For those who inserted evidence of the phenomena of the aberration of the light, it was physically true that the sun was in the center. Not geometrically or mechanically, but as a physical phenomenon. However, two philosophers read Bradley: Kant and Comte. Even if one will forgive me, I will thus go back only to this time.

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