•  304
    Call metaphysicians who think that chains of ontological dependence must terminate in a collection of fundamental entities "foundationalists". Call metaphysicians who think that chains of being can proceed ad infinitum "infinitists". Foundationalists claim that foundationalism displays certain theoretical advantages over infinitism. First, some maintain that infinitism has a special explanatory problem that foundationalism doesn’t. Second, others maintain that foundationalism exhibits greater th…Read more
  •  428
    "Ordinary ontology" is the thesis that there exist ordinary objects like rocks, but no extraordinary objects like trogs (mereological sums of tree trunks and dogs) or incars (objects essentially co-located with cars inside of garages). Metaphysicians almost uniformly reject ordinary ontology. Most do so based on the charge that ordinary ontology is objectionably parochial, placing the unique concerns of human beings over the objective ontological truth. I contend that this charge – and thereby t…Read more
  •  378
    Perception and extraordinary objects
    Synthese. forthcoming.
    I provide a new, perception-based defense of "ordinary ontology", the thesis that there exist ordinary objects but not extraordinary objects. To that end, I first outline a story about perception and perceptual justification – one informed by recent advances in cognitive science and philosophy of perception – according to which perception gives us reason to countenance ordinary things (§1). I then argue that extraordinary objects are just the sorts of entities our perceptual apparatus is well-po…Read more
  •  3348
    Many philosophers think that common sense knowledge survives sophisticated philosophical proofs against it. Recently, however, Bryan Frances (forthcoming) has advanced a philosophical proof that he thinks common sense can’t survive. Exploiting philosophical paradoxes like the Sorites, Frances attempts to show how common sense leads to paradox and therefore that common sense methodology is unstable. In this paper, we show how Frances’s proof fails and then present Frances with a dilemma.