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Space and time

New York,: Dover Publications. Edited by A. S. Rappoport & John Dougall (1926)

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  1. How real are real numbers?Gregory Chaitin - 2011 - Manuscrito 34 (1):115-141.
    We discuss mathematical and physical arguments against continuity and in favor of discreteness, with particular emphasis on the ideas of Émile Borel.
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  • Space and Time: The Ongoing Quest. [REVIEW]Eftichios Bitsakis - 2005 - Foundations of Physics 35 (1):57-83.
    In this paper, I try to refute the Kantian a priorism. At the same time, I try to explain the existence of an a priori concerning space and time on the basis of contemporary neuro-physiology. This a priori is the opposite of the a-historical a priori of Kant. Concerning space and time, I argue that relativity concords with the philosophical thesis that space and time are forms of existence of matter. On the basis of this ontological principle, I support that (...)
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