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  1. Situating Time in the Leibnizian Hierarchy of Beings.Rebecca J. Lloyd - 2008 - Southern Journal of Philosophy 46 (2):245-260.
    Leibniz's widely influential account of time provides a significant puzzle for those seeking to locate this account within his hierarchical ontology. Leibniz follows his scholastic predecessors in supposing that there are different grades of being, with substances being the most real and all other things possessing their reality via their relationships to substance. Following this picture, Leibniz suggests that phenomenal bodies only possess the being that they derive from the substances (i.e., monads) that ground them. Some would argue that time (...)
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  • Indiscernibility and bundles in a structure.Sun Demirli - 2010 - Philosophical Studies 151 (1):1-18.
    The bundle theory is a theory about the internal constitution of individuals. It asserts that individuals are entirely composed of universals. Typically, bundle theorists augment their theory with a constitutional approach to individuation entailing the thesis ‘identity of constituents is a sufficient ground for numerical identity’ (CIT). But then the bundle theory runs afoul of Black’s duplication case—a world containing two indiscernible spheres. Here I propose and defend a new version of the bundle theory that denies ‘CIT’, and which instead (...)
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  • Individuals: an essay in revisionary metaphysics.Shamik Dasgupta - 2009 - Philosophical Studies 145 (1):35-67.
    We naturally think of the material world as being populated by a large number of individuals . These are things, such as my laptop and the particles that compose it, that we describe as being propertied and related in various ways when we describe the material world around us. In this paper I argue that, fundamentally speaking at least, there are no such things as material individuals. I then propose and defend an individual-less view of the material world I call (...)
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  • Non-basic time and reductive strategies: Leibniz's theory of time.J. A. Cover - 1997 - Studies in History and Philosophy of Science Part A 28 (2):289-318.
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