McTaggart’s Paradox: Its Nature and Implications for the Unreality of Time

Document Type : Research Paper

Author

Assistant Prof. of Amirkabir University of Technology (Tehran Polytechnic)

Abstract

 Investigations about time have been central to metaphysical inquiries. J.M.E McTaggart, the English philosopher of the early 20th century, argued for the unreality of time. He constructed two conceptual frameworks: A-series – “past”, “present” and “future” being its main concepts – and B-series – “earlier”, “simultaneous” and “later” being its main concepts – and asserted that time being real requires events to form an A-series. McTaggart, then, argued that a vicious circle or regress is inherent in the A-series. McTaggart’s paradox is the contradiction appearing in each step of the regress. As McTaggart’s paradox has been the subject of different (mis)interpretations, this article presents a new exposition of its structure by employing formal tools of modern temporal logic. The assumption that the series A is real, leads to a contradiction between different temporal descriptions of a single event. Tense operators are applied to demonstrate how a vicious infinite regress would entail the A-series. McTaggart’s paradox has invoked much controversy and a relevant worthwhile categorization is the second main contribution of this article. Some of those believing in the reality of time has denied the paradox’s alleged regress. Others among them have declared the paradox genuine, though resorted to the B-series for the reality of time. Meanwhile, some others have accepted McTaggart’s argument in its totality, with the conclusion of the unreality of time. Each camp is led by major philosophers, and their heated discussions on McTaggart’s paradox are still continuing.
 

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