This article examines how the global traumas of resource-driven conflicts and acts of terrorism are mapped in 21st-century US and UK narrative cinema, and suggests that guilt, elicited in the implied Western viewer, is displaced in the films onto images of Western women. Revisiting Mulvey’s influential theory of ‘visual pleasure’ through the ‘male gaze’, this article analyses the films Traffic, a depiction of US complicity with global drug cartels, Babel, the story of a global media frenzy surrounding American tourists victimized (...) in Morocco, and three films about crises in Africa: Shooting Dogs, a dramatization of Western apathy during the 1994 Rwandan genocide, The Constant Gardener, about pharmaceutical testing in Kenya, and Lord of War, based upon the life of an arms dealer. A theoretical re-engagement with feminist film theory is followed by analyses of the films to illustrate how the guilt elicited by each of the films’ traumatic contexts conjoins with the primal psychological experience of lack. Viewers’ and their screen surrogates’ combined sense of helplessness in the face of others’ trauma is displaced ‘hysterically’ onto images of women, exposing a troubling new looking relation in our traumatic age. (shrink)

Feminist peace theories that find hope for peace in the ideal of the caretaking woman are grounded in patriarchal gender distinctions, fail to challenge adequately the patriarchal dualism that constitutes the self by devaluing the other, and the practice of caretaking about which they speak may be easily co-opted into the service of war. Feminist peace theory should address the devaluation of "others," in order to undermine this justification and motivation for war.

We explain and explore class-theoretic potentialism—the view that one can always individuate more classes over a set-theoretic universe. We examine some motivations for class-theoretic potentialism, before proving some results concerning the relevant potentialist systems (in particular exhibiting failures of the $\mathsf {.2}$ and $\mathsf {.3}$ axioms). We then discuss the significance of these results for the different kinds of class-theoretic potentialists.

This Element explores what it means for two theories in physics to be equivalent, and what lessons can be drawn about their structure as a result. It does so through a twofold approach. On the one hand, it provides a synoptic overview of the logical tools that have been employed in recent philosophy of physics to explore these topics: definition, translation, Ramsey sentences, and category theory. On the other, it provides a detailed case study of how these ideas may be (...) applied to understand the dynamical and spatiotemporal structure of Newtonian mechanics - in particular, in light of the symmetries of Newtonian theory. In so doing, it brings together a great deal of exciting recent work in the literature, and is sure to be a valuable companion for all those interested in these topics. (shrink)

A central area of current philosophical debate in the foundations of mathematics concerns whether or not there is a single, maximal, universe of set theory. Universists maintain that there is such a universe, while Multiversists argue that there are many universes, no one of which is ontologically privileged. Often forcing constructions that add subsets to models are cited as evidence in favour of the latter. This paper informs this debate by analysing ways the Universist might interpret this discourse that seems (...) to necessitate the addition of subsets to V. We argue that despite the prima facie incoherence of such talk for the Universist, she nonetheless has reason to try and provide interpretation of this discourse. We analyse extant interpretations of such talk, and analyse various tradeoffs in naturality that might be made. We conclude that the Universist has promising options for interpreting different forcing constructions. (shrink)

Philosophy and Phenomenological Research, Volume 104, Issue 1, Page 209-231, January 2022.

Introduction HLA Hart: A biographical sketch Jurisprudence is the theoretical study of a practical subject. Its object is to achieve a systematic and ...

What is posthumanism and why does it matter? This book offers an introduction to the ways in which humanism's belief in the natural supremacy of the Family of Man has been called into question at different moments and from different theoretical positions. What is the relationship between posthumanism and technology? Can posthumanism have a politics—postcolonial or feminist? Are postmodernism and poststructuralism posthumanist? What happens when critical theory meets Hollywood cinema? What links posthumanism to science fiction. Posthumanism addresses these and other (...) questions in an attempt to come to terms with one of the most pressing issues facing contemporary society. (shrink)

Multiverse Views in set theory advocate the claim that there are many universes of sets, no-one of which is canonical, and have risen to prominence over the last few years. One motivating factor is that such positions are often argued to account very elegantly for technical practice. While there is much discussion of the technical aspects of these views, in this paper I analyse a radical form of Multiversism on largely philosophical grounds. Of particular importance will be an account of (...) reference on the Multiversist conception, and the relativism that it implies. I argue that analysis of this central issue in the Philosophy of Mathematics indicates that Radical Multiversism must be algebraic, and cannot be viewed as an attempt to provide an account of reference without a softening of the position. (shrink)

In this paper, I propose a solution to Fitch’s paradox that draws on ideas from Edgington (Mind 94:557–568, 1985), Rabinowicz and Segerberg (1994) and Kvanvig (Noûs 29:481–500, 1995). After examining the solution strategies of these authors, I will defend the view, initially proposed by Kvanvig, according to which the derivation of the paradox violates a crucial constraint on quantifier instantiation. The constraint states that non-rigid expressions cannot be substituted into modal positions. We will introduce a slightly modified syntax and semantics (...) that will help underline this point. Furthermore, we will prove results about the consistency of verificationism and the principle of non-omniscience by model-theoretical means. Namely, we prove there exists a model of these principles, and delineate certain constraints they pose on a structure in which they are true. (shrink)

In the contemporary philosophy of set theory, discussion of new axioms that purport to resolve independence necessitates an explanation of how they come to be justified. Ordinarily, justification is divided into two broad kinds: intrinsic justification relates to how `intuitively plausible' an axiom is, whereas extrinsic justification supports an axiom by identifying certain `desirable' consequences. This paper puts pressure on how this distinction is formulated and construed. In particular, we argue that the distinction as often presented is neither well-demarcated nor (...) sufficiently precise. Instead, we suggest that the process of justification in set theory should not be thought of as neatly divisible in this way, but should rather be understood as a conceptually indivisible notion linked to the goal of explanation. (shrink)

It is widely held that some kinds of deception into sex (e.g., lying about what pets one likes) do not undermine the moral force of consent while other kinds of deception do (e.g., impersonating the consenter’s partner). Tom Dougherty argues against this: whenever someone is deceived into sex by the concealment of a “deal breaker” fact, the normative situation is the same as there being no consent at all. Here it is argued that this conclusion is unwarranted. Dougherty’s negative arguments (...) against alternative theories of the deceptive undermining of consent are flawed, and his two positive arguments are unjustified. (shrink)

In their recent article “A Gentle Ethical Defence of Homeopathy,” Levy, Gadd, Kerridge, and Komesaroff use the claim that “lack of evidence is not equivalent to evidence of lack” as a component of their ethical defence of homeopathy. In response, this article argues that they cannot use this claim to shore up their ethical arguments. This is because it is false.

Zero provides a challenge for philosophers of mathematics with realist inclinations. On the one hand it is a bona fide cardinal number, yet on the other it is linked to ideas of nothingness and non-being. This paper provides an analysis of the epistemology and metaphysics of zero. We develop several constraints and then argue that a satisfactory account of zero can be obtained by integrating an account of numbers as properties of collections, work on the philosophy of absences, and recent (...) work in numerical cognition and ontogenetic studies. (shrink)

Often philosophers, logicians, and mathematicians employ a notion of intended structure when talking about a branch of mathematics. In addition, we know that there are foundational mathematical theories that can find representatives for the objects of informal mathematics. In this paper, we examine how faithfully foundational theories can represent intended structures, and show that this question is closely linked to the decidability of the theory of the intended structure. We argue that this sheds light on the trade-off between expressive power (...) and meta-theoretic properties when comparing first-order and second-order logic. (shrink)

It is standard in set theory to assume that Cantor's Theorem establishes that the continuum is an uncountable set. A challenge for this position comes from the observation that through forcing one can collapse any cardinal to the countable and that the continuum can be made arbitrarily large. In this paper, we present a different take on the relationship between Cantor's Theorem and extensions of universes, arguing that they can be seen as showing that every set is countable and that (...) the continuum is a proper class. We examine several principles based on maximality considerations in this framework, and show how some (namely Ordinal Inner Model Hypotheses) enable us to incorporate standard set theories (including ZFC with large cardinals added). We conclude that the systems considered raise questions concerning the foundational purposes of set theory. (shrink)

A pervasive thought in contemporary philosophy of mathematics is that in order to justify reflection principles, one must hold universism: the view that there is a single universe of pure sets. I challenge this kind of reasoning by contrasting universism with a Zermelian form of multiversism. I argue that if extant justifications of reflection principles using notions of richness are acceptable for the universist, then the Zermelian can use similar justifications. However, I note that for some forms of richness argument, (...) the status of reflection principles as axioms is left open for the Zermelian. (shrink)

(2011). Higher Education and International Student Mobility in the Global Knowledge Economy. By K. Guruz. British Journal of Educational Studies: Vol. 59, Research capacity building, pp. 355-357.

Elementary students need authentic learning experiences with community-based topics to motivate them, help develop inquiry skills, apply academic content, and connect their learning beyond the context of the classroom. In particular, the study of food, agriculture, and natural resources in elementary classrooms can bring learning to life. Elementary teachers’ decisions to teach non-required topics are informed by their personal beliefs and contextual pressures to teach required content that is aligned with state learning standards. The purpose of this descriptive study is (...) to explore the factors underlying elementary teachers’ beliefs related to the integration of food, agricultural, and natural resources (FANR) topics and activities into their classrooms. Multivariate analyses were conducted to identify factors and determine the relationship between teacher beliefs and behaviors. Two factors explained the extent teachers integrated FANR topics and activities into their classrooms: (1) if they agreed FANR topics fit in academic subjects, and (2) if they saw the educational value of integrating FANR topics and activities into the elementary school curricula. Teachers’ epistemological and motivational beliefs play a role when they consider adopting an enrichment program to integrate non-required topics into their elementary school classrooms. The findings suggest teachers’ perceptions of the educational benefits and fit within academic content areas are more important factors than their views and attitudes of the careers and industry connected to an enrichment program when teachers choose to adopt and integrate topics and activities that would enrich student learning in their classrooms. (shrink)

In a recent article, I argued that Ploug and Holm’s ‘meta-consent’ proposal should be rejected for biobank governance. This was because, although meta-consent is permissible, it is both burdensome and ethically omissible. There is no ethical reason why funders should undertake the additional costs. Ploug and Holm have sought to respond to these arguments. Here, it is noted that not only do they fail to adequately refuse the case against meta-consent, they fail to even engage with the arguments, either misunderstanding (...) them or ignoring them. In their response, Ploug and Holm unwittingly provide the basis of an even stronger case against meta-consent. They argue that broad consent has a built in tendency to expire, while also holding that broad consent should be one of the options available in meta-consent. Meta-consent thus ends up being more like dynamic consent, but, arguably, even more burdensome and costly. (shrink)

We introduce and consider the inner-model reflection principle, which asserts that whenever a statement \varphi(a) in the first-order language of set theory is true in the set-theoretic universe V, then it is also true in a proper inner model W \subset A. A stronger principle, the ground-model reflection principle, asserts that any such \varphi(a) true in V is also true in some non-trivial ground model of the universe with respect to set forcing. These principles each express a form of width (...) reflection in contrast to the usual height reflection of the Lévy–Montague reflection theorem. They are each equiconsistent with ZFC and indeed \Pi_2-conservative over ZFC, being forceable by class forcing while preserving any desired rank-initial segment of the universe. Furthermore, the inner-model reflection principle is a consequence of the existence of sufficient large cardinals, and lightface formulations of the reflection principles follow from the maximality principle MP and from the inner-model hypothesis IMH. We also consider some questions concerning the expressibility of the principles. (shrink)

Set-theoretic and category-theoretic foundations represent different perspectives on mathematical subject matter. In particular, category-theoretic language focusses on properties that can be determined up to isomorphism within a category, whereas set theory admits of properties determined by the internal structure of the membership relation. Various objections have been raised against this aspect of set theory in the category-theoretic literature. In this article, we advocate a methodological pluralism concerning the two foundational languages, and provide a theory that fruitfully interrelates a `structural' perspective (...) to a set-theoretic one. We present a set-theoretic system that is able to talk about structures more naturally, and argue that it provides an important perspective on plausibly structural properties such as cardinality. We conclude the language of set theory can provide useful information about the notion of mathematical structure. (shrink)

“Legalism” is defined as requiring that all matters of legal regulation and controversy ought so far as possible to be conducted in accordance with predetermined rules of considerable generality and clarity. Thus there may be moral limits on governments which ban them from acting on the substantive moral merits of situations with which they have to deal. This is most important in public law, but also applies in private law, e.g., in cases involving property. Hume, Kant, and Hayek are examined (...) in respect of their case for legalism; Alexy and Finnis also reviewed. Autonomy is the foundation for legalism, and justifies “ethical positivism,” in T. Campbell's phrase. Critical legal studies (Unger, Kelman, Kennedy et al.) however challenge legalism's premises. But the “critical” arguments against reification merely raise, they do not settle, the issue about the politics of legalism and the desirability of legal dogmatics. With all faults, legalism is a prerequisite of free government. (shrink)

There is empirical evidence that many patients want information about treatment options even though they do not want to take a full part in decision-making about treatment. Such evidence may have considerable ethical implications but is methodologically problematic. It is argued here that, in fact, it is not at all surprising that patients' informational interests should be separable from their interests in decision-making. A number of different reasons for wanting information are offered, some to do with the content of information; (...) some with the process, others with the fact or occasion of informing. This philosophical clarification leads to some suggestions for further empirical study. (shrink)

Multiverse Views in set theory advocate the claim that there are many universes of sets, no-one of which is canonical, and have risen to prominence over the last few years. One motivating factor is that such positions are often argued to account very elegantly for technical practice. While there is much discussion of the technical aspects of these views, in this paper I analyse a radical form of Multiversism on largely philosophical grounds. Of particular importance will be an account of (...) reference on the Multiversist conception, and the relativism that it implies. I argue that analysis of this central issue in the Philosophy of Mathematics indicates that Radical Multiversism must be algebraic, and cannot be viewed as an attempt to provide an account of reference without a softening of the position. (shrink)

The design argument for the existence of God is often criticized for resting on anthropocentrism. Some critics maintain that anthropocentrism explains the origin of the design argument. Such critics commit the genetic fallacy. Others say anthropocentrism explains the appeal of the belief that human beings are ends especially worthy of creation. They fail to appreciate that the design argument need not be framed in terms of the fitness of the universe for humanity. Lastly, some say the design argument requires a (...) picture of value according to which it was true, prior to the coming-into-being of the universe, that our sort of universe is worthy of creation. Such a picture, they say, is mistaken, though our attraction to it can be explained in terms of anthropocentrism. This is a serious criticism. To respond to it, proponents of the design argument must either defend an objectivist conception of value or, if not, provide some independent reason for thinking an intelligent designer is likely to create our sort of universe. (shrink)

Let mathematical justification be the kind of justification obtained when a mathematician provides a proof of a theorem. Are Gettier cases possible for this kind of justification? At first sight we might think not: The standard for mathematical justification is proof and, since proof is bound at the hip with truth, there is no possibility of having an epistemically lucky justification of a true mathematical proposition. In this paper, I argue that Gettier cases are possible (and indeed actual) in mathematical (...) reasoning. By analysing these cases, I suggest that the Gettier phenomenon indicates some upshots for actual mathematical practice. (shrink)

The investigations of Fletcher and Owens have documented the breadth of Ammianus’ familiarity with Latin literature; however, neither scholar was able to demonstrate a debt to Pliny the Younger. At the same time Alan Cameron has shown that in the later fourth century the Letters of Pliny enjoyed a certain vogue. The issue of Ammianus’ knowledge of Pliny is discussed by Cameron on two occasions. The evidence he cites inclines him to the duly circumspect view that Ammianus may perhaps have (...) been familiar with Pliny's Letters after all. The aim of the present note is to argue that the grounds which have so far been adduced for entertaining such a possibility would in fact appear to be inadmissible. (shrink)

In this article, I survey some philosophical attitudes to talk concerning `the' universe of sets. I separate out four different strands of the debate, namely: (i) Universism, (ii) Multiversism, (iii) Potentialism, and (iv) Pluralism. I discuss standard arguments and counterarguments concerning the positions and some of the natural mathematical programmes that are suggested by the various views.

Informal rigour is the process by which we come to understand particular mathematical structures and then manifest this rigour through axiomatisations. Structural relativity is the idea that the kinds of structures we isolate are dependent upon the logic we employ. We bring together these ideas by considering the level of informal rigour exhibited by our set-theoretic discourse, and argue that different foundational programmes should countenance different underlying logics (intermediate between first- and second-order) for formulating set theory. By bringing considerations of (...) perturbations in modal space to bear on the debate, we will suggest that a promising option for representing current set-theoretic thought is given by formulating set theory using quasi-weak second-order logic. These observations indicate that the usual division of structures into \particular (e.g. the natural number structure) and general (e.g. the group structure) is perhaps too coarse grained; we should also make a distinction between intentionally and unintentionally general structures. (shrink)

This volume is a tribute by his peers, and by younger scholars of the next generation, to Harvey M. Friedman, perhaps the most profound foundationalist since Kurt Godel. Friedman's researches, beginning precociously in his mid-teens, have fundamentally shaped our contemporary understanding of set theory, recursion theory, model theory, proof theory and metamathematics. His achievements in concept formation and theory formulation have also renewed the standard set by Godel and Alfred Tarski for the general intellectual interest and importance of technical work (...) in foundations. Friedman pioneered the now well-established and flourishing field of Reverse Mathematics, whose aim is to calibrate the intrinsic logico-mathematical consistency-strength of all the important theorems of mathematics. He has relentlessly pursued the full extent of the incompleteness phenomena into which Godel provided the first revealing glimpse. The Godel--Friedman program, as it is now deservingly called, seeks to find simple, natural and elegant mathematical statements of a combinatorial nature, that can be proved to be independent of set theory even when extended by powerful large-cardinal existence axioms. (shrink)

Informed consent requirements for medical research have expanded over the past half-century. The Declaration of Helsinki now includes an explicit positive obligation to inform subjects about funding sources. This is problematic in a number of ways and seems to oblige researchers to disclose information irrelevant to most consent decisions. It is argued here that such a problematic obligation involves an “informational fallacy.” The aim in the second part of the paper is to provide a better approach to making sense of (...) how a failure to inform about funding sources wrongs subjects: by making appeals to obligations to refrain from misleading by omission. This alternative approach—grounded in a general obligation to refrain from misleading, an obligation that is independent of informed consent—provides a basis for a norm that protects subjects’ interests, without the informational fallacy. The approach developed here avoids the problems identified with the currently specified general obligation to inform about funding sources. (shrink)