Este trabalho tem por objetivo examinar possíveis contribuições de Lyotard e Jameson para pensar um dos obstáculos ao ensino de filosofia que, por falta de melhor denominação chamaremos "regime de atenção dos adolescentes contemporâneos".

‘Epistemic’ arguments for conservatism typically claim that given the limits of human reason, we are better off accepting some particular social practice or institution rather than trying to consciously improve it. I critically examine and defend here one such argument, claiming that there are some domains of social life in which, given the limits of our knowledge and the complexity of the social world, we ought to defer to those institutions that have robustly endured in a wide variety of circumstances (...) in the past while not being correlated with intolerable outcomes. These are domains of social life in which our ignorance of optimal institutions is radical, and there is uncertainty about the costs of error. This is an argument for the preservation of particular institutions, not particular policies or outcomes, and it specifically identifies these with the institutions that John Rawls called ‘the basic structure of society.’ The argument further implies that to the extent that there is any reason to change these institutions, changes should be calculated as far as possible to increase their ‘epistemic power.’. (shrink)

I argue that on Aristotle’s account practical thinking is thinking whose origin (archē) is a desire that has as its object the very thing that one reasons about how to promote. This feature distinguishes practical from productive reasoning since in the latter the desire that initiates it is not (unless incidentally) a desire for the object that one productively reasons about. The feature has several interesting consequences: (a) there is only a contingent relationship between the desire that one practically reasons (...) about how to satisfy and the action one decides on; (b) practical thinking and action cannot be separated from the agent, whereas productive thinking and production can be outsourced to someone else. The view has consequences also for the distinction between action and production. Finally, I illustrate the usefulness and correctness of my account of practical thinking by using it to shed new light on Aristotle’s claim that the virtuous agent must decide on her virtuous actions ‘for themselves’. (shrink)

We discuss the case against Factorism, which is the standard assumption in quantum mechanics that the labels of the $$\otimes$$ ⊗ -factor Hilbert-spaces in direct-product Hilbert-spaces of composite physical systems of similar particles refer to particles, either directly or descriptively. We distinguish different versions of Factorism and argue for their truth or falsehood. In particular, by introducing the concepts of snapshot Hilbert-space and Schrödinger-movie, we demonstrate that there are Hilbert-spaces and $$\otimes$$ ⊗ -factorisations where the labels do refer, even descriptively, (...) to similar particles, which renders them probabilistically absolutely discernible. (shrink)

We inquire into the question whether the Aristotelean or classical \emph{ideal} of science has been realised by the Model Revolution, initiated at Stanford University during the 1950ies and spread all around the world of philosophy of science --- \emph{salute} P.\ Suppes. The guiding principle of the Model Revolution is: \emph{a scientific theory is a set of structures in the domain of discourse of axiomatic set-theory}, characterised by a set-theoretical predicate. We expound some critical reflections on the Model Revolution; the conclusions (...) will be that the philosophical problem of what a \emph{scientific theory} is has \emph{not} been solved yet --- \emph{pace} P.\ Suppes. While reflecting critically on the Model Revolution, we also explore a proposal of how to complete the Revolution and briefly address the intertwined subject of \emph{scientific representation}, which has come to occupy center stage in philosophy of science over the past decade. (shrink)

We inquire into the question whether the Aristotelean or classical \emph{ideal} of science has been realised by the Model Revolution, initiated at Stanford University during the 1950ies and spread all around the world of philosophy of science --- \emph{salute} P.\ Suppes. The guiding principle of the Model Revolution is: \emph{a scientific theory is a set of structures in the domain of discourse of axiomatic set-theory}, characterised by a set-theoretical predicate. We expound some critical reflections on the Model Revolution; the conclusions (...) will be that the philosophical problem of what a \emph{scientific theory} is has \emph{not} been solved yet --- \emph{pace} P.\ Suppes. While reflecting critically on the Model Revolution, we also explore a proposal of how to complete the Revolution and briefly address the intertwined subject of \emph{scientific representation}, which has come to occupy center stage in philosophy of science over the past decade. (shrink)

The author endeavours to show two things: first, that Schrödingers (and Eckarts) demonstration in March (September) 1926 of the equivalence of matrix mechanics, as created by Heisenberg, Born, Jordan and Dirac in 1925, and wave mechanics, as created by Schrödinger in 1926, is not foolproof; and second, that it could not have been foolproof, because at the time matrix mechanics and wave mechanics were neither mathematically nor empirically equivalent. That they were is the Equivalence Myth. In order to make the (...) theories equivalent and to prove this, one has to leave the historical scene of 1926 and wait until 1932, when von Neumann finished his magisterial edifice. During the period 1926–1932 the original families of mathematical structures of matrix mechanics and of wave mechanics were stretched, parts were chopped off and novel structures were added. To Procrustean places we go, where we can demonstrate the mathematical, empirical and ontological equivalence of ‘the final versions of’ matrix mechanics and wave mechanics. -/- The present paper claims to be a comprehensive analysis of one of the pivotal papers in the history of quantum mechanics: Schrödingers equivalence paper. Since the analysis is performed from the perspective of Suppes structural view (‘semantic view’) of physical theories, the present paper can be regarded not only as a morsel of the internal history of quantum mechanics, but also as a morsel of applied philosophy of science. The paper is self-contained and presupposes only basic knowledge of quantum mechanics. For reasons of length, the paper is published in two parts; Part I appeared in the previous issue of this journal. Section 1 contains, besides an introduction, also the papers five claims and a preview of the arguments supporting these claims; so Part I, Section 1 may serve as a summary of the paper for those readers who are not interested in the detailed arguments. (shrink)

We prove the following result which is due to the third author. Let [Formula: see text]. If [Formula: see text] determinacy and [Formula: see text] determinacy both hold true and there is no [Formula: see text]-definable [Formula: see text]-sequence of pairwise distinct reals, then [Formula: see text] exists and is [Formula: see text]-iterable. The proof yields that [Formula: see text] determinacy implies that [Formula: see text] exists and is [Formula: see text]-iterable for all reals [Formula: see text]. A consequence is (...) the Determinacy Transfer Theorem for arbitrary [Formula: see text], namely the statement that [Formula: see text] determinacy implies [Formula: see text] determinacy. (shrink)

The author endeavours to show two things: first, that Schrödingers (and Eckarts) demonstration in March (September) 1926 of the equivalence of matrix mechanics, as created by Heisenberg, Born, Jordan and Dirac in 1925, and wave mechanics, as created by Schrödinger in 1926, is not foolproof; and second, that it could not have been foolproof, because at the time matrix mechanics and wave mechanics were neither mathematically nor empirically equivalent. That they were is the Equivalence Myth. In order to make the (...) theories equivalent and to prove this, one has to leave the historical scene of 1926 and wait until 1932, when von Neumann finished his magisterial edifice. During the period 1926–1932 the original families of mathematical structures of matrix mechanics and of wave mechanics were stretched, parts were chopped off and novel structures were added. To Procrustean places we go, where we can demonstrate the mathematical, empirical and ontological equivalence of ‘the final versions of’ matrix mechanics and wave mechanics. -/- The present paper claims to be a comprehensive analysis of one of the pivotal papers in the history of quantum mechanics: Schrödingers equivalence paper. Since the analysis is performed from the perspective of Suppes structural view (‘semantic view’) of physical theories, the present paper can be regarded not only as a morsel of the internal history of quantum mechanics, but also as a morsel of applied philosophy of science. The paper is self-contained and presupposes only basic knowledge of quantum mechanics. For reasons of length, the paper is published in two parts; Part I appeared in the previous issue of this journal. Section 1 contains, besides an introduction, also the papers five claims and a preview of the arguments supporting these claims; so Part I, Section 1 may serve as a summary of the paper for those readers who are not interested in the detailed arguments. (shrink)

In the spirit of B. C. van Fraassen's view of science called Constructive Empiricism, we propose a scientific criterion to decide whether a concrete object is observable, as well as a coextensive scientific-philosophical definition of observability, and we sketch a rigorous account of modal language occurring in science. We claim that our account of observability solves three problems to which current accounts of observability, notably van Fraassen's own accounts, give rise. We further claim that our account of modal propositions (subjunctive (...) conditionals included), which proceeds wholly within the framework of the semantic view on scientific theories, grounds his claim that such an account is possible without relying on ‘inflationary metaphysics’, notably without postulating an infinitude of different universes besides the universe we inhabit. We thus claim to solve a fourth problem: how to give a precise nominalist account of modal language in science tailor-made for Constructive Empiricism. Introduction: Rough Guides The semantic view and the wave theory of light A scientific guide and a scientific criterion A New Rough Guide and a definition The Context Problem and Psillos' Problem Musgrave's Problem Modality without inflationary metaphysics Exitum. (shrink)

While the consequences of mathematically-based software, algorithms and strategies have become ever wider and better appreciated, ethical reflection on mathematics has remained primitive. We review the somewhat disconnected suggestions of commentators in recent decades with a view to piecing together a coherent approach to ethics in mathematics. Calls for a Hippocratic Oath for mathematicians are examined and it is concluded that while lessons can be learned from the medical profession, the relation of mathematicians to those affected by their work is (...) significantly different. There is something to be learned also from the codes of conduct of cognate but professionalised quantitative disciplines such as engineering and accountancy, as well as from legal principles bearing on professional work. We conclude with recommendations that professional societies in mathematics should sponsor an (international) code of ethics, institutional mission statements for mathematicians and syllabuses of ethics courses for incorporation into mathematics degrees. (shrink)

The notorious ‘measurement problem’ has been roving around quantum mechanics for nearly a century since its inception, and has given rise to a variety of ‘interpretations’ of quantum mechanics, which are meant to evade it. We argue that no less than six problems need to be distinguished, and that several of them classify as different types of problems. One of them is what traditionally is called ‘the measurement problem’. Another of them has nothing to do with measurements but is a (...) profound metaphysical problem. We also analyse critically Maudlin’s (Topoi 14:7–15, 1995) well-known statement of ‘three measurements problems’, and the clash of the views of Brown (Found Phys 16:857–870, 1986) and Stein (Maximal of an impossibility theorem concerning quantum measurement. In: R. S. Cohen et al. (Eds.), Potentiality, entanglement and passion-at-a-distance, 1997) on one of the six measurement problems. Finally, we summarise a solution to one measurement problem which has been largely ignored but tacitly if not explicitly acknowledged. (shrink)

This paper, accessible for a general philosophical audience having only some fleeting acquaintance with set-theory and category-theory, concerns the philosophy of mathematics, specifically the bearing of category-theory on the foundations of mathematics. We argue for six claims. (I) A founding theory for category-theory based on the primitive concept of a set or a class is worthwile to pursue. (II) The extant set-theoretical founding theories for category-theory are conceptually flawed. (III) The conceptual distinction between a set and a class can be (...) seen to be formally codified in Ackermann's axiomatisation of set-theory. (IV) A slight but significant deductive extension of Ackermann's theory of sets and classes founds Cantorian set-theory as well as category-theory, and therefore can pass as a founding theory of the whole of mathematics. (V) The extended theory does not suffer from the conceptual flaws of the extant set-theoretical founding theories. (VI) The extended theory is not only conceptually but also logically superior to the competing set-theories because its consistency can be proved on the basis of weaker assumptions than the consistency of the competition. (shrink)

The trajectory of Merleau-Ponty’s career is often seen as a progressive development: he begins by analyzing scientific consciousness in The Structure of Behavior, complements that account with a phenomenological analysis of behavior as lived in Phenomenology of Perception, and then overcomes the “philosophy of consciousness” to which the earlier texts are committed in the turn toward an ontology of flesh in The Visible and the Invisible. Through close readings of Merleau-Ponty’s engagements with Gestalt psychology in The Structure of Behavior, I (...) argue that the immanent critique of Gestalt theory in that text already anticipates the chiasmic logic of flesh. This challenges the idea of a turn in Merleau-Ponty’s thinking. I begin by outlining the elemental, carnal, and reversible status of flesh. With careful attention to his source materials, I then distinguish Merleau-Ponty’s appropriations of Gestalt theoretical insights from his critical adaptations, defending three claims: (1) The Structure of Behavior borrows insights from Gestalt theorists that are undermined by their own, realistic ontology; (2) it modifies those insights to explicitly acknowledge the elemental status of nature; and (3) those modifications enable Merleau-Ponty to re-interpret Gestalt psychologists’ empirical findings, outlining how consciousness must emerge from nature as both carnal and reversible. (shrink)

Lindström’s theorem obviously fails as a characterization of first-order logic without identity ( $\mathcal {L}_{\omega \omega }^{-} $ ). In this note, we provide a fix: we show that $\mathcal {L}_{\omega \omega }^{-} $ is a maximal abstract logic satisfying a weak form of the isomorphism property (suitable for identity-free languages and studied in [11]), the Löwenheim–Skolem property, and compactness. Furthermore, we show that compactness can be replaced by being recursively enumerable for validity under certain conditions. In the proofs, we (...) use a form of strong upwards Löwenheim–Skolem theorem not available in the framework with identity. (shrink)

Once Hilbert asserted that the axioms of a theory `define` theprimitive concepts of its language `implicitly''. Thus whensomeone inquires about the meaning of the set-concept, thestandard response reads that axiomatic set-theory defines itimplicitly and that is the end of it. But can we explainthis assertion in a manner that meets minimum standards ofphilosophical scrutiny? Is Jané (2001) wrong when hesays that implicit definability is ``an obscure notion''''? Doesan explanation of it presuppose any particular view on meaning?Is it not a scandal (...) of the philosophy of mathematics that no answersto these questions are around? We submit affirmative answers to allquestions. We argue that a Wittgensteinian conception of meaninglooms large beneath Hilbert''s conception of implicit definability.Within the specific framework of Horwich''s recent Wittgensteiniantheory of meaning called semantic deflationism, we explain anexplicit conception of implicit definability, and then go on toargue that, indeed, set-theory, defines the set-conceptimplicitly according to this conception. We also defend Horwich''sconception against a recent objection from the Neo-Fregeans Hale and Wright (2001). Further, we employ the philosophicalresources gathered to dissolve all traditional worries about thecoherence of the set-concept, raisedby Frege, Russell and Max Black, and whichrecently have been defended vigorously by Hallett (1984) in hismagisterial monograph Cantorian set-theory and limitationof size. Until this day, scandalously, these worries havebeen ignored too by philosophers of mathematics. (shrink)

Anselm Müller; VIII*—Mental Teleology, Proceedings of the Aristotelian Society, Volume 92, Issue 1, 1 June 1992, Pages 161–184, https://doi.org/10.1093/aristote.

Ce numéro des Cahiers philosophiques de Strasbourg rassemble les contributions des intervenants qui ont participé à un colloque sur le thème Image, imaginaire et imagination chez Descartes et ses contemporains, qui s’est tenu les 29 et 30 mars 2017 à l’Université de Strasbourg. Ce colloque a été organisé par Frédéric de Buzon et Jil Muller dans le cadre du Centre de recherches en philosophie allemande et contemporaine. Nos remerciements les plus sincères vont à Emmanuel Salanskis pour son aid...

Herein is reproduced the text of the address of Jean-Marie Muller during the General Assembly of Iraqi groups dedicated to non-violence which took place in Erbil on 9 and 10 November 2009. Jean-Marie Muller defines six prospective forms of action for the non-violent movement in Iraq: training, information, sensitization, education, protest, and non-violent direct action.

Anselm Müller; VIII*—Mental Teleology, Proceedings of the Aristotelian Society, Volume 92, Issue 1, 1 June 1992, Pages 161–184, https://doi.org/10.1093/aristote.

Is Yogācāra a system of idealist metaphysics or a theory of experience without metaphysical commitments? An increasing amount of literature has argued, since the 1980s, in favor of the second answer. In this paper, I propose to review the background to the question. In fact, most of the attempts to answer the question have been made with reference to Buddhist texts and concepts. However, labels such as “idealism” emerged from Western philosophy and are reflective of specific historical situations and problems. (...) Extending their use to other contexts requires that these specificities are taken into account. Building on an historical survey, I suggest that some essential features of Yogācāra correspond to features of an ancient Greek tradition of metaphysics that has been characterized as idealist: Neoplatonism. On this basis, I come back to the initial question and argue in favor of the idealist interpretation. (shrink)

Space and time are geometrical notions that Sophie Germain, a French mathematician, discusses on several occasions in her Pensées diverses, however not only in a geometrical way but also in terms of a philosophical and moral understanding: she speaks of a human’s lifespan, the space they occupy, their place in creation and the knowledge toward which they always aim. This mixture of mathematical and philosophical thinking brings out Germain’s dream: she wants to apply the language of numbers to moral and (...) political issues. As such this chapter aims to examine Germain’s mathematical understanding of space and time in order to discover her moral theory. Furthermore, in a purely hypothetical context (because one does not know which authors she has read), I compare Germain’s moral thinking to Pascal’s moral and mathematical thoughts in Pensées. We underline the possible inspiration by Pascal by highlighting the similarities between these authors concerning space and time, which both treat mathematically and philosophically. These authors agree that time and space can be measured, and thus provide constant and mathematically uniform elements. At the same time, time and space provide the framework for moral thinking. The latter is not “capable” of enjoying the present moment; he is on a quest for the future. For Germain, this results into knowledge, but for Pascal, this is a sign of an unhappy life in which people do not find rest and are constantly looking for a diversion. (shrink)

On the basis of the Suppes–Sneed structuralview of scientific theories, we take a freshlook at the concept of refutability,which was famously proposed by K.R. Popper in 1934 as a criterion for the demarcation of scientific theories from non-scientific ones, e.g., pseudo-scientificand metaphysical theories. By way of an introduction we argue that a clash between Popper and his critics on whether scientific theories are, in fact, refutablecan be partly explained by the fact Popper and his criticsascribed different meanings to the term (...) theoryThen we narrow our attention to one particular theory,namely quantum mechanics, in order to elucidate general matters discussed. We prove that quantum mechanics is irrefutable in a rather straightforward sense, but argue that it is refutable in a more sophisticated sense, which incorporates someobservations obtained by looking closely at the practiceof physics. We shall locate exactly where non-rigourous elements enter the evaluation of a scientific theory – thismakes us see clearly how fruitful mathematics isfor the philosophy of science. (shrink)

I have argued that to say qualia are epiphenomenal is to say a world without qualia would be physically identical to a world with qualia. Dan Cavedon-Taylor has offered an alternative interpretation of the commitments of qualia epiphenomenalism according to which qualia cause beliefs and those beliefs can and do cause changes to the physical world. I argue that neither of these options works for the qualia epiphenomenalist and thus that theory faces far more serious difficulties than has previously been (...) recognized. (shrink)

In this article I argue that one way of approaching Newman’s Idea of a University is to view it as a text about the formation of imagination. This is done in three parts. First, I identify the core features of imagination as Newman conceived it by drawing on various sources from his life and work. Second, I turn to Idea of a University in particular, primarily the “Lectures on University Teaching,” to demonstrate that the concept of imagination is a significant (...) underlying presence in Newman’s lectures. Finally, I conclude with a brief analysis of the relationship between reason and imagination within the university. (shrink)

Let us imagine an ideal ethical agent, i.e., an agent who (i) holds a certain ethical theory, (ii) has all factual knowledge needed for determining which action among those open to her is right and which is wrong, according to her theory, and who (iii) is ideally motivated to really do whatever her ethical theory demands her to do. If we grant that the notions of omniscience and ideal motivation both make sense, we may ask: Could there possibly be an (...) ideal utilitarian, that is, an ideal ethical agent whose ethical theory says that our only moral obligation consists in maximizing utility? I claim that an ideal agent cannot be utilitarian. My reasoning against ideal utilitarianism will parallel Putnam's famous argument against the brains in a vat. Putnam argues that an envatted brain cannot describe its own situation because its words do not refer to brains and vats; I argue that an ideal utilitarian cannot entertain or communicate the beliefs necessary to being a utilitarian. (shrink)

This paper attempts to assess and evaluate some of the economic implications of the Convention on Biological Diversity. After outlining the main principles and the scope of this Convention, the following issues are addressed: the determination of the 'optimal' level of biodiversity loss, the meaning of incremental costs, and monetary evaluation problems of ecological resources and the problems it poses for the funding mechanism. The paper concludes with a discussion of the issues of commercialisation and access to genetic resources.

In his influential After Finitude. An Essay on the Necessity of Contingency (2008), Quentin Meillassoux argues that *Correlationism* (an umbrella-term encompassing most varieties of Idealism) gives rise to an irresolvable paradox, called "the Paradox of the Arche-fossil", which is essentially a clash between philosophical principles and scientific findings. This irresolvable paradox of Correlationism then paves the way for the "Speculative Turn" and the ensuing rise of burgeoning "speculative realism" in Continental Philosophy: noumenal reality, as-it-is-in-and-of-itself, "the Great Outdoors", is back on (...) the Continental stage, open for speculative thought and even metaphysical knowledge. We attempt to provide a thorough and charitable analysis of the Paradox of the Arche-fossil. Our analyses lead us to conclude that Meillassoux's argument fails, due to an ambiguity with regard to the concept of being that cannot be repaired. We end by directing attention to another ominous threat to Correlationism, ignored by Meillassoux and all "speculative realists" alike, which is still breathing. (shrink)

Socially engaged art presents social situations to be understood, experienced, and evaluated as works of art while they simultaneously retain everyday non-art functionality. This article begins with an account of the definitional and evaluative concerns that socially engaged art engenders, outlining the debates around the relative importance of ethical and aesthetic values that result from this unsettled relationship between art and non-art. Based on this account, I argue that all socially engaged art requires successful performative bids that declare the work (...) to be art and that it is possible to identify the felicity conditions in which these bids are likely to be successful, as well as the perlocutionary effects that occur when a situation is categorized as art. I apply this analytic framework in a discussion and comparison of pieces by Santiago Sierra and Mierle Laderman Ukeles, demonstrating how this framework facilitates assessments that account for the works as art, while interrogating and evaluating the ethics of their categorization as art. (shrink)

We ponder the question whether quantum physics has had any influence on philosophy, and if not, whether it ought to have had any. Answers to these questions are provided, and they turn out to depend on which branch of the tree of philosophy we sweep, sway and swing, and even which twig of the branch we touch when we sweep, sway and swing.

This article reflects on the role of aesthetic concepts for cultural and social analysis. More specifically it addresses the fundamental ambiguity that surrounds the discussion of aesthetics as being both the poison and cure for a critique of contemporary society. Aesthetic concepts often figure as a reservoir of resistance and transformation while simultaneously constituting a crucial affirmative force of the existing social order. This ambiguity then results in unfruitful oscillations between either hailing the critical potential of aesthetics or lamenting its (...) conservative momentum. In order to address this paradoxical situation, it will be argued that these opposed usages of aesthetics can be unfolded through the concept of ‘mediation’. Drawing on postmodern art and the aesthetics of the sublime (Lyotard, Deleuze), as well as on cybernetics and systems theory (Luhmann), enables us to understand difference as both aesthetic sensibility and as dynamic principle. It therefore becomes clear that the singularity of aesthetics is at the same time a constitutive, productive force and as such intimately tied to the existing (social) order. Understanding mediation and aesthetics as two sides of the same coin may lay an untapped potential for critical analysis of the social. (shrink)

In this paper we describe some first steps for bringing the framework of branching space-times to bear on quantum information theory. Our main application is quantum error correction. It is shown that branching space-times offers a new perspective on quantum error correction: as a supplement to the orthodox slogan, ``fight entanglement with entanglement'', we offer the new slogan, ``fight indeterminism with indeterminism''.