Abstract

In recent years, philosophers have tended to think of luck as being a relation between an event (taken in the broadest sense of the term) and a subject; to give an account of luck is to fill in the right‐hand side of the following biconditional: an event e is lucky for a subject S if and only if ——. We can call such accounts of luck subject‐relative accounts of luck, since they attempt to spell out what it is for an event to be lucky relative to a subject. This essay argues that we should understand subject‐relative luck as a secondary phenomenon. What is of philosophical interest is giving an account of subject‐involving luck, i.e., filling in the right‐hand side of this biconditional: it is a matter of luck that Sφs iff ———. The essay argues that one of the upshots of focusing on subject‐involving luck is that lack of control accounts of luck (LCALs) become more attractive. In particular, a range of counterexamples to LCALs of subject‐relative luck do not apply to LCALs of subject‐involving luck.