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  1. Temporal Parts and the Possibility of Change.David Simon Oderberg - 2004 - Philosophy and Phenomenological Research 69 (3):686-708.
    Things change. If anything counts as a datum of metaphysics, that does. Change occurs in many ways: it can be accidental or substantial; essential or non-essential; intrinsic or extrinsic; subjective or objective. Changes can be physical, spatial, quantitative, qualitative, natural, artefactual, conceptual, linguistic. Events are arguably best defined as changes in an object or objects. All change is from something and into something, and hence is at least a two-term relation, involving a term from which and a term to which.
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  • The world as a graph: defending metaphysical graphical structuralism.Nicholas Shackel - 2011 - Analysis 71 (1):10-21.
    Metaphysical graphical structuralism is the view that at some fundamental level the world is a mathematical graph of nodes and edges. Randall Dipert has advanced a graphical structuralist theory of fundamental particulars and Alexander Bird has advanced a graphical structuralist theory of fundamental properties. David Oderberg has posed a powerful challenge to graphical structuralism: that it entails the absurd inexistence of the world or the absurd cessation of all change. In this paper I defend graphical structuralism. A sharper formulation, some (...)
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  • (1 other version)The mathematical structure of the world: The world as graph.Randall R. Dipert - 1997 - Journal of Philosophy 94 (7):329-358.
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  • Four-Dimensional Objects.Peter Van Inwagen - 1990 - Noûs 24 (2):245--255.
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  • The world is not an asymmetric graph.David S. Oderberg - 2011 - Analysis 71 (1):3-10.
    mix of the concrete and the abstract (if we include universals, laws, propositions and the like), but whichever of these is the case, the world is not purely abstract, as a formal structure is. One might claim, however, that the world is a structure1 in the sense that it instantiates a structure and is nothing else. In other words, all there is to the..
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  • Symposia papers: Four-dimensional objects.Peter Van Inwagen - 1990 - Noûs 24 (2):245-255.
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  • (1 other version)The Mathematical Structure of the World.Randall R. Dipert - 1997 - Journal of Philosophy 94 (7):329-358.
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