Transparency About Painkillers: A Remedy for the Evaluativist's Headache

The paradox of pain is that pain is in some ways like a bodily state and in other ways like a mental state. You can have a pain in your shin, but there is no denying that you are in pain if it feels like you are. How can a state be both in your shin and in your mind? Evaluativism is a promising answer. According to evaluativism, an experience of pain in your shin represents that there is a disturbance in your shin, and that it is bad that this disturbance is there. Thus, the experience brings you to tend to your shin by telling you something about the state of your shin. But the paradox of pain still confronts evaluativism in the form of the killing the messenger objection: The evaluativist has a nice story about our body‐directed responses to pain, like tending to wounds, but this story does not explain responses to pain, like taking painkillers, that seem to be experience‐directed. Evaluativists have offered accounts of experience‐directed responses to pain, but I will argue that these accounts conflict with the Transparency thesis—the claim that we can only access our experiences inferentially. Evaluativism and Transparency are natural bedfellows, so this is a problem for evaluativists. Having argued as much, I will go on to develop a new evaluativist account of taking painkillers, which does not conflict with Transparency. I call it naïve evaluativism. According to naïve evaluativism, we experience painkillers as making tissue damage or disruption less bad, and absent further reflection, that is, why we take them.     

Time,Quantum Mechanics,and Probability

A variety of ideas arising in decoherence theory, and in the ongoing debate over Everett's relative-state theory, can be linked to issues in relativity theory and the philosophy of time, specifically the relational theory of tense and of identity over time. These have been systematically presented in companion papers (Saunders 1995; 1996a); in what follows we shall consider the same circle of ideas, but specifically in relation to the interpretation of probability, and its identification with relations in the Hilbert Space norm. The familiar objection that Everett's approach yields probabilities different from quantum mechanics is easily dealt with. The more fundamental question is how to interpret these probabilities consistent with the relational theory of change, and the relational theory of identity over time. I shall show that the relational theory needs nothing more than the physical, minimal criterion of identity as defined by Everett's theory, and that this can be transparently interpreted in terms of the ordinary notion of the chance occurrence of an event, as witnessed in the present. It is in this sense that the theory has empirical content.