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The Twin Paradox

Edited by Virendra Tripathi (University of Nebraska, Lincoln, University of Nebraska, Omaha)
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  1. Hasok Chang (1993). A Misunderstood Rebellion. Studies in History and Philosophy of Science Part A 24 (5):741-790.
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  2. John Cramer, The Twin Paradox Revisited.
    Alternate View Column AV-38 Keywords: special relativity, twin paradox, time dilation, starship, Einstein, Lorentz factor Published in the March-1990 issue of Analog Science Fiction & Fact Magazine; This column was written and submitted 8/20/89 and is copyrighted © 1989, John G. Cramer. All rights reserved. No part may be reproduced in any form without the explicit permission of the author.
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  3. Antony Eagle (2005). A Note on Dolby and Gull on Radar Time and the Twin 'Paradox'. American Journal of Physics 73:976–979.
    Recently a suggestion has been made that standard textbook representations of hypersurfaces of simultaneity for the travelling twin in the twin 'paradox' are incorrect. This suggestion is false: the standard textbooks are in agreement with a proper understanding of the relativity of simultaneity.
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  4. Amit Hagar (forthcoming). Review of Time Maudlin's Philosophy of Physics: Space & Time. [REVIEW] Physics in Perspective.
  5. Teresa Marques (2008). The Square of Opposition and the Paradoxes. Logica Universalis 2 (1):87-105.
    Can an appeal to the difference between contrary and contradictory statements, generated by a non-uniform behaviour of negation, deal adequately with paradoxical cases like the sorites or the liar? This paper offers a negative answer to the question. This is done by considering alternative ways of trying to construe and justify in a useful way (in this context) the distinction between contraries and contradictories by appealing to the behaviour of negation only. There are mainly two ways to try to do (...)
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  6. Gergely Székely (forthcoming). A Geometrical Characterization of the Twin Paradox and its Variants. Studia Logica.
    The aim of this paper is to provide a logic-based conceptual analysis of the twin paradox (TwP) theorem within a first-order logic framework. A geometrical characterization of TwP and its variants is given. It is shown that TwP is not logically equivalent to the assumption of the slowing down of moving clocks, and the lack of TwP is not logically equivalent to the Newtonian assumption of absolute time. The logical connection between TwP and a symmetry axiom of special relativity is (...)
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