Abstract

In a series of publications E.J. Lowe has advocated an attractive alternative to the orthodox view about conditionals embodied in the Stalnaker-Lewis approach. One alleged advantage of Lowe’s approach over its rival is that it offers the prospect of a simpler conditional logic. Another related advantage is that it appears to treat inference by transitivity more plausibly than does the Stalnaker-Lewis approach. One central goal of this paper is to call into question Lowe’s success in providing an account that is better than the Stalnaker-Lewis account in these respects. As part of this, I develop a Loweian-inspired account of sufficient condition sentences such as ‘Harry’s eating this apple is a sufficient condition for his getting sick’, which is another central goal of the paper.