Monday, June 7, 2010
Call for Proposals: Experiment Month
For further information, see the Experiment Month website.
Monday, May 17, 2010
Announcement and Call for Papers
A Conference on Causal Powers in Metaphysics
April 28-30, 2011
Saint Louis University
Description
This conference aims to build on the existing literature concerning what causal powers (or dispositions or capacities) are by asking what causal powers can do. Many contemporary metaphysicians think that accepting irreducible causal powers enables one to give accounts of, say, laws of nature, causation, and modality that are preferable to other contemporary accounts. But is that right? What should those accounts look like? Are there other areas in metaphysics—metaphysics of mind and agency, or metaphysics of science—that can be accounted for at least in part in terms of irreducible causal powers? In other words, supposing for the sake of argument that you accepted irreducible causal powers or dispositions, what good might they do for us in metaphysics?
Speakers include Nancy Cartwright, Alexander Bird, Anjan Chakravartty, John Heil, Max Kistler, Stephen Mumford, Timothy O'Connor, David Robb, and Neil Williams. Funded by a grant from the John Templeton Foundation and by the Department of Philosophy at Saint Louis University.
Workshop Call for Papers
A workshop will follow the conference on the afternoon of April 30. The workshop will be a roundtable discussion of papers on the theme and questions of the conference. Presentations will be 20-30 minutes. A committee may select papers from the workshop for inclusion in the conference edited collection. We invite submissions for the workshop program. Email an abstract to jonathandjacobs@gmail.com. If the committee cannot reach a decision on the basis of the abstract, it may ask for the full paper. Deadline for submission is December 1, 2010.
For more information, see the conference website, or email Jonathan D. Jacobs at jonathandjacobs@gmail.com. Registration is free.
Tuesday, April 20, 2010
Draft: Do Extrinsic Dispostions Need Extrinsic Causal Bases?
I'm going to have to submit the final version soon (as they will be running an online early program starting this summer!). So this is my last chance to pick your bloggin' brains about this. Any last-minute comment no matter how big or small or whether here or by e-mail would be greatly appreciated.
Here is the abstract:
In this paper, I distinguish two often-conflated theses—the thesis that all dispositions are intrinsic properties and the thesis that the causal bases of all dispositions are intrinsic properties—and argue that the falsity of the former does not entail the falsity of the latter. In particular, I argue that extrinsic dispositions are a counterexample to first thesis but not necessarily to the second thesis, because an extrinsic disposition does not need to include any extrinsic property in its causal basis. I conclude by drawing some general lessons about the nature of dispositions and their relation to their causal bases.
Tuesday, March 23, 2010
Structure and Identity
Structure and Identity
July 23rd-25th 2010, University of Bristol
Confirmed speakers include:
John Burgess
Katherine Hawley
Fraser MacBride
Charles Parsons
Simon Saunders
Stewart Shapiro
There will also be a programme of contributed papers. If you are interested in giving a paper please send a title and abstract of 500 words by 10th April 2010 to James Ladyman (james.ladyman@bristol.ac.uk)
To book your place please email Jess Dunton (j.dunton@bristol.ac.uk)
Questions to be addressed include:
- How is structuralism best characterised?:
- In terms of incompleteness (objects lack certain kinds of properties)?
- In terms of dependence (objects depend on each other or their structure for their existence and/or identity)?
- In terms of contextual individuation (objects are individuated relationally rather than intrinsically)?
- How are these characterizations related?
- Are structuralist views in metaphysics, for example, concerning properties and dispositions, justified?
- Does a structuralist view of mathematics provide the best account of mathematical practice and the ontology and epistemology of mathematics?
- Are elementary particles individuals? Do they satisfy the principle of the identity of indiscernibles?
- What are criteria of identity, and what adequacy conditions are appropriate for them?
- Should we be committed to some form of predicativity requirement and/or some form of identity of indiscernibles? What is individuation?
- Do we need a substantive account of how objects are individuated?
- How should the various metaphysical notions of dependence be analysed? What role will the notions of individuation and criteria of identity play in this analysis?
- What are the relations between notions of entity, object, individual, and substance? What implications would structuralism have for these notions?
- How does structuralism relate to ontological holism and to the thesis that there is no fundamental level to reality?
- What is the relationship between primitive identity or haecceity and haecceitism about worlds?
It is anticipated that a volume of papers from the conference will be published.
http://www.bristol.ac.uk/structuralism/conference-july10.html
Wednesday, February 17, 2010
Happy Birthday, MoS!!!
In the meantime... happy birthday, MoS!!!
Saturday, January 30, 2010
Contest: Can a property be a person?
According to some versions of the doctrine of divine simplicity, God is identical with the property of divinity. I am planning on writing up a (limited) defense of this identity, and to that end I am hereby offering an argument contest with very modest prizes, with the hope of getting really good submissions to argue against in my paper (unless perhaps I am convinced by the submissions!).
Here is the task for the contest. Grant for the sake of the argument that:
- There is at least one necessarily existing person.
- Realism about properties is correct.
The reason why I ask that the arguments grant these assumptions is that I am not interested in variants on the following two arguments: (1) All properties are necessary beings, every person is contingent, and, therefore, no property is a person; (2) There are no properties, and, therefore, no property is a person.
The deadline is the end of February, 2010, Central Time.
I will give a $50 amazon.com gift certificate to the person who, in my subjective judgment, has submitted the most powerful, reasonably brief (there is an approximately 6000 character limit) original argument (of course, an original argument can build on arguments by others, including arguments submitted to this contest). If your argument has already appeared in published work, you may use it for the contest--but don't give a reference in your submission, because then I'll think that it's not original, because I'll be judging blindly. In case I can't decide on the winner, I will do a random draw among those I consider to be finalists.
However, it is not necessary to submit an original argument to enter. All entrants who give a serious argument that was not already posted by the time their entry was submitted, even if that argument is not their own (hopefully it comes with a reference!), will have a chance to win a $30 amazon.com gift certificate by random drawing. While the best-argument prize you can enter several times to improve your chances (with different arguments!), the random drawing you get only one chance at, no matter how many entries you submit.
Submissions must be posted via the form in this link. This ensures that judging will be done blindly--the entries are separated from the entrant names. But to be eligible for a prize, you must include your real name.
From time to time, I'll be posting serious submissions as comments on this blog post, without the entrant's name. (What counts as original will be relative to what was posted at the time.) At the end of the contest, I may post a comment identifying by name those entrants who checked the box releasing their names.
Prior to posting, you might want to see this discussion of the issue, as well as the comments below. This may also keep down the submissions of non-original arguments.
The comments to this post are open to discussion of the arguments posted. I may, for instance, post critical responses. You are free to submit an improved version of your argument--or a supplement to your argument--to be judged together with your original argument (in that case, reference your first version by entry number). But only arguments submitted via the above-linked form count as entries.
I am the final arbiter of how the contest proceeds, and no appeal is possible. I reserve the right to disqualify entries for any reasons I see fit. If computer problems destroy entries or fail to record them correctly, then that's just your tough luck. The winner is responsible for all the tax implications of the prize.
The arguments should not be written as complete papers. A simple, fairly concise numbered or informal argument suffices.
Wednesday, January 27, 2010
Againt Armstrong on Causation
Armstrong identifies singular causal relations with instantiations of a law—with instances of the necessitation relation. Let N(P, Q) represent P’s necessitation of Q. In the case of determinism, N(P, Q) is something like P probabilifies Q to degree x.
I claim that Armstrong’s theory fails in indeterministic contexts. Whenever N(P, Q) holds, every instance of P is related by N to Q. After all, instances of universals are, according to Armstrong, nothing other than the universal itself. But then in cases where P occurs but does not cause Q, the instance of P is still related by N to Q. The law is instantiated, but causation does not occur. Hence, causation is not the instantiation of a law.
Here’s a slightly different way of putting the same problem: Assume indeterminism. Let it be an indeterministic law that N(P, Q). Assume there is an instance of P that is not followed by an instance of Q. (This is possible, given the assumption of indeterminism.) Either the instance of P is related by an instance of N to Q or it is not. Suppose it is. Then P caused Q, contrary to our assumption. On the other hand, suppose P is not related by N to Q. Then there is an instance of P not related by N to Q. But, then it can’t be a law that N(P, Q), contrary to our assumption.
It seems to me that Armstrong needs singular causal relations in addition to laws, so that in indeterministic contexts, the law can be instantiated without the singular causal relation holding.