Dear all, 

As usual, the Serious Metaphysics Group will meet from 4.30 p.m. to 6.00 p.m. 
on Wednesdays this term.

The full termcard is available on the webpage 
<https://www.phil.cam.ac.uk/seminars-phil/SMG>.

Our first speaker is Lukas Skiba (Hamburg). His title and abstract are as 
follows.

Title: From Higher-Order Modal Logic to Necessitism?

Abstract: One of Williamson's main arguments for necessitism, the view that all 
being is necessary, is that necessitism coheres better with an adequate 
higher-order modal logic than its negation, contingentism, does. The argument 
has two parts. The first part argues that an adequate higher-order modal logic 
entails that necessarily everything necessarily has a haecceity, where the 
haecceity of an object is the property of being identical to the object. The 
second part argues from this plenitude of haecceities to necessitism. A major 
consideration here is that those who accept the plenitude of haecceities but 
resist necessitism incur an explanatory commitment that they are unable to 
discharge, namely that of explaining how it is that haecceities `lock onto' 
their target objects even when those objects are absent. In this paper I try to 
clarify this haecceity-based argument in several respects. In particular, I 
consider the question of what notion of explanation the argument is operating 
with. After arguing that the argument can be fruitfully understood as a 
challenge to provide metaphysical grounds for certain haecceity facts, I offer 
a contingentist response that draws on recent work on the connection between 
ground and essence.


Best wishes,
Alex



Alexander Roberts
Lecturer, Faculty of Philosophy
University of Cambridge

Website <http://users.ox.ac.uk/~magd4036/>
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