This article was written to demonstrate the meaning of non-euclidean geometry to the construction of Relativity, amd the sense of light ́s speed according to the Special Relativity, and the philosophical foundations.
A central problem for Kant’s mathematical philosophy was why the knowledge so obtained can be applied to all experience a priori and with certainty. There is an important aspect of Kant’s answer to that question that I hardly touched on, namely the argument in the Analytic for the claim that mathematics necessarily applies to the objects of empirical intuition.
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