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  1. Newton, Hermes and Berkeley.M. Hughes - 1992 - British Journal for the Philosophy of Science 43 (1):1-19.
  • Interpreting Heisenberg interpreting quantum states.Simon Friederich - 2012 - Philosophia Naturalis 50 (1):85-114.
    The paper investigates possible readings of the later Heisenberg's remarks on the nature of quantum states. It discusses, in particular, whether Heisenberg should be seen as a proponent of the epistemic conception of states – the view that quantum states are not descriptions of quantum systems but rather reflect the state assigning observers' epistemic relations to these systems. On the one hand, it seems plausible that Heisenberg subscribes to that view, given how he defends the notorious "collapse of the wave (...)
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  • Remarks on Relational Theories of Motion.John Earman - 1989 - Canadian Journal of Philosophy 19 (1):83 - 87.
    In a recent article in this journal, Barbara Lariviere offers a very useful distinction between two ways of understanding the claims that Leibniz, or relational theorists in general, might wish to make about the nature of motion and the structure of space and time; viz., There is no real inertial structure to space-time.and There is a real inertial structure to space-time, but it is dynamical rather than absolute.Citing the authority of Weyl, the author argues that L1 is untenable; indeed, the (...)
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  • Leibniz Equivalence. On Leibniz's Influence on the Logical Empiricist Interpretation of General Relativity.Marco Giovanelli - unknown
    Einstein’s “point-coincidence argument'” as a response to the “hole argument” is usually considered as an expression of “Leibniz equivalence,” a restatement of indiscernibility in the sense of Leibniz. Through a historical-critical analysis of Logical Empiricists' interpretation of General Relativity, the paper attempts to show that this labeling is misleading. Logical Empiricists tried explicitly to understand the point-coincidence argument as an indiscernibility argument of the Leibnizian kind, such as those formulated in the 19th century debate about geometry, by authors such as (...)
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