•  88
    The causal argument against natural class trope nominalism
    Philosophical Studies 107 (2). 2002.
    In this paper, I consider an objection to ``natural class''trope nominalism, the view that a trope's nature isdetermined by its membership in a natural class of tropes.The objection is that natural class trope nominalismis inconsistent with causes' being efficacious invirtue of having tropes of a certain type. I arguethat if natural class trope nominalism is combinedwith property counterpart theory, then this objectioncan be rebutted.
  •  141
    Part-whole physicalism and mental causation
    Synthese 136 (3): 359-388. 2003.
    A well-known ``overdetermination''argument aims to show that the possibility of mental causes of physical events in a causally closed physical world and the possibility of causally relevant mental properties are both problematic. In the first part of this paper, I extend an identity reply that has been given to the first problem to a property-instance account of causal relata. In the second, I argue that mental types are composed of physical types and, as a consequence, both mental and physical …Read more
  •  141
    Causation and persistence: a theory of causation
    Oxford University Press. 1997.
    Ehring shows the inadequacy of received theories of causation, and, introducing conceptual devices of his own, provides a wholly new account of causation as the persistence over time of individual properties, or "tropes.".
  •  116
    Property counterparts and natural class trope nominalism
    Australasian Journal of Philosophy 82 (3). 2004.
    'Natural class' trope nominalism makes a trope's being of a certain sort--its nature--a matter of its membership in a certain natural class of actual tropes. It has been objected that on this theory had even a single member of the class of red tropes not existed, for example, then the type 'being red' would not have been instantiated and nothing would have been red. I argue that natural class trope nominalism can avoid this implication by way of counterpart theory as applied to properties.