Dear all,

REMINDER: Today at the SMG we will have Yael Lowenstein (Cambridge JRF) 
presenting a talk entitled ‘Heim Sequences and Why Most Unqualified 
'Would'-Counterfactuals are Not True’ (abstract below). As usual it will be 
from 4.30 to 6pm in the Philosophy Faculty Board Room. The talk should last 
about 45 minutes followed by questions and discussion. All graduate students 
are welcome.

A full list of speakers for Lent and Easter term is available here: 
https://www.phil.cam.ac.uk/seminars-phil/SMG
Abstract: The problem of reverse Sobel sequences (alternatively known as “Heim 
sequences”) is taken by some to be an important objection to the classic 
Lewis-Stalnaker semantics for counterfactuals. Responses to the problem have 
been wide-ranging. Some (von Fintel, Gillies) have argued that the 
Lewis-Stalnaker semantics should be rejected, and a version of a strict 
conditional semantics, which better handles the troublesome sequences, should 
be endorsed in its place. Others (Karen Lewis, Ichikawa) have argued that the 
problem motivates a contextualist rendering of counterfactuals similar to 
contextualist accounts of knowledge or taste. And Moss has argued that there is 
a plausible, entirely pragmatic way to account for the (apparently) problematic 
sequences. It is my contention that none of these responses to the problem is 
right. After showing why I think each extant solution is inadequate, I defend a 
novel way to make sense of the troublesome sequences. The solution I endorse 
avoids the problems faced by the alternative analyses. In addition, there is 
good independent reason to think that it is right. There is, however, a 
difficulty for my view: its truth suggests that many ordinarily accepted 
counterfactuals are not true. I argue that this (apparent) cost is an 
acceptable one.

Regards,

Nathan Hawkins
PhD student in Philosophy
Cambridge University

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