David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Jack Alan Reynolds
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Axiomathes 18 (3):339-358 (2008)
Kant, in various parts of his treatment of causality, refers to determinism or the principle of sufficient reason as an inescapable principle. In fact, in the Second Analogy we find the elements to reconstruct a purely phenomenal determinism as a logical and tautological truth. I endeavour in this article to gather these elements into an organic theory of phenomenal causality and then show, in the third section, with a specific argument which I call the “paradox of phenomenal observation”, that this phenomenal determinism is the only rational approach to causality because any logico-reductivistic approach, such as the Humean one, would destroy the temporal order and so the very possibility to talk of a causal relation. I also believe that, all things said, Kant did not achieve a much greater comprehension of the problem than Hume did, in his theory of causality, for he did not free a phenomenal approach from the impasse of reductivism as his reflections on “simultaneous causation” and “vanishing quantities” indeed show, and this I will argue in Sect. 4 of this article.
|Keywords||Causality Kant Simultaneous causation Paradox of phenomenal observation Cause and effect Hume secret powers|
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References found in this work BETA
George Berkeley (1734). The Analyst: A Discourse Addressed to an Infidel Mathematician. Wilkins, David R..
Paul Guyer (1987). Kant and the Claims of Knowledge. Cambridge University Press.
Alba Papa-Grimaldi (2007). The Presumption of Movement. Axiomathes 17 (2):137-154.
Alba Papa-Grimaldi (1996). Why Mathematical Solutions of Zeno's Paradoxes Miss the Point: Zeno's One and Many Relation and Parmenides' Prohibition. Review of Metaphysics 50 (2):299 - 314.
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