Claims concerning processes, claims of the form “xisφing”, have been the subject of renewed interest in recent years in the philosophy of action. However, this interest has frequently limited itself to noting certain formal features such claims have, and has not extended to a discussion of when they are true. This article argues that a claim of the form “xisφing” is true when what is happening withxis such that, if it is not interrupted, a φing will occur. It then applies (...) itself more directly to the case of action, arguing that when “xisφing” describesx's intentional action, it is true iffxis acting from a method she knows to be sufficient to φ, in the sense that if she is not interrupted in carrying out this method, she will φ. I use this criterion to argue that the carbon‐copier example Donald Davidson gives in “Intending” fails to refute Elizabeth Anscombe's claim that an agent who is φing intentionally knows that she is, because the agent in Davidson's example is not intentionally making the copies. (shrink)

I consider Agnes Callard's _Aspiration_, primarily with regard to its characterization of aspirants as having a partial grasp of a value and being oriented toward their own self-improvement, and to its descriptions of individual case studies, primarily those of Alcibiades and the "good music student" who wishes to learn more about music for its own sake. While she surely has a real phenomenon in view, her theorization of it is more baffling than enlightening, hemmed in by bizarre side conditions on (...) what could count as a reason for pursuing something and by curiously anhedonic exemplars. Her agents have no actual desire to engage in their pursuits, only intellectual respect for them, and no reason to do so: Callard substitutes for "partial grasp of a reason" the idea of two-faced "proleptic reason", whose two faces are a non-aspirational reason the agent has and an aspirational reason the agent doesn't have. Despite the book's subtitle and occasional obiter dicta, she has no concept of becoming, or agents who understand themselves as deepening their engagement with something out of interest in it. (shrink)

ABSTRACT Nietzsche and Schlegel both write about practical topics with more than merely descriptive intent. Their intent is also practical insofar as it aims to alter the life of the reader, setting her a task: be thus! Each, however, also evinces skepticism about the propriety of such task setting. This skepticism is more general than the explicitly signaled audience partitioning in which each also engages: it is not that some readers will not be able to make use of the text (...) in the intended way, but that the task setting itself is misplaced. In this article I describe the character of the tasks that give rise to this skepticism, and argue that in both Schlegel's and Nietzsche's cases we get truer and more satisfying interpretations if we take them as disclaiming practical intent: though it is seductive to think we could attain the states they describe through our own effort, they systematically elude such pursuit. (shrink)

Setiya [2013. “Causality in Action”. Analysis Reviews, 73 : pp. 512–525] recently gave a novel argument in favor of a causal theory of acting for a reason. He presents three principles relating acting for a reason to psychological states of the agent and uses them to test theories of acting for a reason: theories cannot explain the necessary truth of the conditionals are to be rejected. Surveying a number of alternatives, he finds that only a causal-psychological theory passes this test, (...) that, thus, it must be correct, and that there must be a solution to the problem of deviant causation. Setiya's challenge is forceful, but he does not establish his conclusion. The anticausalist can at this point reverse it: since deviant causation is intractable, some noncausal theory must be able to meet his challenge. This reversal has teeth: Setiya underestimates both the challenges that causal theories face and the resources available to the anticausalist to address his challenge. (shrink)