Abstracts

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Paper Abstracts USC/UCLA GRADUATE STUDENT CONFERENCE 2014 Deduction and the Loss of Belief  T ed Shea r,  University of California, Davis It seems intuitively obvious that if an agent with all true beliefs reasons according to classically valid inferences and contracts only when she discover that her beliefs are inconsistent, then she ought never (i) contract, or (ii) derive a falsehood. We show that supposing very little about how such agents reason and update s o long as they are working with a language rich enough to express beliefs about their current and future doxastic states both (i) and (ii) can be violated. e argument will hinge on the consideration of a pair of cases modeled using a novel lan gua ge whi ch rep res ent s the dox astic sta tes of age nts who se onl y act ion s ar e inf ere nces abo ut the con seq uen ces of their beliefs. e rst case will be a slight variant on the classic instance of the Prediction Paradox called the Surprise Exam Paradox, while the second will be a new twist on the Surprise Exam Paradox, which we will call the Student’s Revenge Paradox. Moral Heroism Nilanjan Das,  Massachusetts Institute of Technology For Markovits (), the truth or falsity of an ascription of moral heroism must depend on what most of the members of the speaker’s community would have done if they had found themselves in the predicament of the hero . What, then, counts as the predicament of the hero? T wo constra ints seem plausi ble: e rst says that we should leave out those moral qualities of the hero which are relevant to the performance of the actions that he actually performs, while the second advises us to retain all those features of the actual predicament of the hero which are not among the above moral qualities (including features of the hero’s predicament that are externa l to him and some aspects of his physical and mental consti tuti on). In Section , I raise some worri es for this analysis of moral heroism. In section , I give an account of morally unusual actions. In section , I use the account proposed in Section to develop a conception of moral heroism and solve the problems raised in Section . In sections and , I address some additional worries for the account of moral heroism developed in the previous sections. Refer ence, Logical Consequenc e, and Mathe matica l Fictio nalism  James Davies,  University of To ronto Mathematical ctionalists often motivate their position by claiming that if abstract mathematical objects are causally isolated from us, then we cannot refer to them. Hence our mathematical theories, read at face value, suer from massive reference failure; thus they cannot be true. However, varieties of ctionalism that explain the usefulness of mathematics in the sciences in terms of mathematical theories being conservative extensions of physical theories, and also nominalize logical consequence in modal terms, are committed to our mathematical theories being possibly true. I argue that this entails that the ctionalist must accept that we actually have the abili ty to refer to abstract mat hema tical object s. e only thing that could prevent us from so referri ng is if those objects don’t exist. us these varieties of ctionalism cannot motivate the denial that our mathematical theories are true by appealing to scepticism about our ability to refer to abstract objects.

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Transcript of Abstracts

  • Paper AbstractsUSC/UCLA GRADUATE STUDENT CONFERENCE 2014

    Deduction and the Loss of Belief

    Ted Shear, University of California, Davis

    It seems intuitively obvious that if an agent with all true beliefs reasons according to classically valid inferencesand contracts only when she discover that her beliefs are inconsistent, then she ought never (i) contract, or (ii)derive a falsehood. We show that supposing very little about how such agents reason and update so long as theyare working with a language rich enough to express beliefs about their current and future doxastic states both (i)and (ii) can be violated. e argument will hinge on the consideration of a pair of cases modeled using a novellanguage which represents the doxastic states of agents whose only actions are inferences about the consequencesof their beliefs. e rst case will be a slight variant on the classic instance of the Prediction Paradox called theSurprise Exam Paradox, while the second will be a new twist on the Surprise Exam Paradox, which we will callthe Students Revenge Paradox.

    Moral Heroism

    Nilanjan Das, Massachusetts Institute of Technology

    For Markovits (), the truth or falsity of an ascription of moral heroism must depend on what most ofthe members of the speakers community would have done if they had found themselves in the predicament ofthe hero. What, then, counts as the predicament of the hero? Two constraints seem plausible: e rst saysthat we should leave out those moral qualities of the hero which are relevant to the performance of the actionsthat he actually performs, while the second advises us to retain all those features of the actual predicament ofthe hero which are not among the above moral qualities (including features of the heros predicament that areexternal to him and some aspects of his physical and mental constitution). In Section , I raise some worriesfor this analysis of moral heroism. In section , I give an account of morally unusual actions. In section , I usethe account proposed in Section to develop a conception of moral heroism and solve the problems raised inSection . In sections and , I address some additional worries for the account of moral heroism developedin the previous sections.

    Reference, Logical Consequence, andMathematical Fictionalism

    James Davies, University of Toronto

    Mathematical ctionalists often motivate their position by claiming that if abstract mathematical objects arecausally isolated from us, then we cannot refer to them. Hence our mathematical theories, read at face value,suer from massive reference failure; thus they cannot be true. However, varieties of ctionalism that explainthe usefulness of mathematics in the sciences in terms of mathematical theories being conservative extensions ofphysical theories, and also nominalize logical consequence in modal terms, are committed to our mathematicaltheories being possibly true. I argue that this entails that the ctionalist must accept that we actually have theability to refer to abstract mathematical objects. e only thing that could prevent us from so referring is ifthose objects dont exist. us these varieties of ctionalism cannot motivate the denial that our mathematicaltheories are true by appealing to scepticism about our ability to refer to abstract objects.

  • Freedom andeoretical Reason

    Margaret Schmitt, University of Notre Dame

    In a recent series of papers, Matthias Steup has defended doxastic voluntarism against longstanding objections.Many of his arguments defend the following conditional: if we accept a compatibilist notion of voluntarycontrol, then, in most instances, belief-formation is voluntary and thus doxastic voluntarism the correct view.In this paper I argue that (i) doxastic voluntarism doesnt follow from a compatibilist notion of voluntary controlin the way Steup suggests, and (ii) even from a compatibilist standpoint, doxastic voluntarism is precluded bythe nature of theoretical reason.

    eNon-Fundamentality of Reasons

    Daniel Fogal, New York University

    Many philosophers (e.g. Scanlon, Part) take the notion of a normative reason to be primitive, and take reasonsto be the fundamental units or determinants of normativity. I think this is a mistake. Although we can cleanup and systematize our thought and talk about reason(s), we shouldnt take the notion of a normative reason tobe primitive, and we shouldnt think of normative reality as fundamentally consisting of reasons. To see why,I investigate the relationship between the count noun reason (s)in its normative senseand the non-countnoun reason, and argue that we should take the latter to be conceptually and explanatorily prior to the former. Ithen present new data concerning the contextual variability of reasons-talk that would be unexpected if reasonswere fundamental. After sketching a positive view that accommodates the data, I conclude by exploring someimplications of the non-fundamentality of reasons for particular debates in metaethics, including the viabilityof Humean theories of reasons and the main argument for moral particularism.

    eEthics of Existence

    Kieran Setiya, University of Pittsburg/MIT

    Following Derek Part and others, I argue that inadvisable procreative acts should sometimes be armed inretrospect. is shift is not explained by attachment or love but by the moral impact of existence and singularthought.