This paper investigates the medical law and ethics learning needs of Foundation doctors by means of a national survey developed in association with key stakeholders including the General Medical Council and Health Education England. Four hundred sevnty-nine doctors completed the survey. The average self-reported level of preparation in MEL was 63%. When asked to rate how confident they felt in approaching three cases of increasing ethical complexity, more FYs were fully confident in the more complex cases than in the more (...) standard case. There was no apparent relationship with confidence and reported teaching at medical school. The less confident doctors were no more likely to ask for further teaching on the topic than the confident doctors. This suggests that FYs can be vulnerable when facing ethical decisions by being underprepared, not recognising their lack of ability to make a reasoned decision or by being overconfident. Educators need to be aware of this and provide practical MEL training based on trainee experiences and real-world ethics and challenge learners’ views. Given the complexities of many ethical decisions, preparedness should not be seen as the ability to make a difficult decision but rather a recognition that such cases are difficult, that doubt is permissible and the solution may well be beyond the relatively inexperienced doctor. Educators and supervisors should therefore be ensuring that this is clear to their trainees. This necessitates an environment in which questions can be asked and uncertainty raised with the expectation of a supportive response. (shrink)

CHAPTER ONE Is the Sex of the Knower Epistemologically Significant? The Question A question that focuses on the knower, as the title of this chapter does, ...

The essays in Rhetorical Spaces grow out of Lorraine Code's ongoing commitment to engaging philosophical issues as they figure in people's everyday lives. The arguements in this book are informed at once by the moral-political implications of how knowledge is produced and circulated and by issues of gendered subjectivity. In their critical dimension, these lucid essays engage with the incapacity of the philosophical mainstream's dominant epistemologies to offer regulative principles that guide people in the epistemic projects that figure centrally (...) in their lives. In its constructive dimension, Rhetorical Spaces focuses on developing productive, case-by-case analyses of knowing other people in situations where social-political inequalities create asymmetrical patterns of epistemic power and privilege. Framing all of the essays is the conception of rhetorical spaces which shows that prevailing intellectual-political climates can work to enhance or to thwart possibilities of establishing cognitive authority for the members of a society who belong to groups other than the dominant ones. Finally, bridging the gap between theory and practice, Lorraine Code shows how the issue of reconfiguring structures of authority and expertise are not just matters of individual responsibility, but require a radical restructuring of the communities and social orders in which people know and act. (shrink)

Wonders and the Order of Nature is about the ways in which European naturalists from the High Middle Ages through the Enlightenment used wonder and wonders, the passion and its objects, to envision themselves and the natural world. Monsters, gems that shone in the dark, petrifying springs, celestial apparitions---these were the marvels that adorned romances, puzzled philosophers, lured collectors, and frightened the devout. Drawing on the histories of art, science, philosophy, and literature, Lorraine Daston and Katharine Park explore and (...) explain how wonder and wonders fortified princely power, rewove the texture of scientific experience, and shaped the sensibility of intellectuals. This is a history of the passions of inquiry, of how wonder sometimes inflamed, sometimes dampened curiosity about nature’s best-kept secrets. Refracted through the prism of wonders, the order of nature splinters into a spectrum of orders, a tour of possible worlds. Frontmatter Preface, page 9 Introduction: At the Limit, page 13 I THE TOPOGRAPHY OF WONDER, page 21 II THE PROPERTIES OF THINGS, page 67 III WONDER AMONG THE PHILOSOPHERS, page 109 IV MARVELOUS PARTICULARS, page 135 V MONSTERS: A CASE STUDY, page 173 VI STRANGE FACTS, page 215 VII WONDERS OF ART, WONDERS OF NATURE, page 255 VIII THE PASSIONS OF INQUIRY, page 303 IX THE ENLIGHTENMENT AND THE ANTI-MARVELOUS, page 329 Epilogue, page 365 Photo Credits, page 369 Notes, page 373 Bibliography, page 451 Index, page 499. (shrink)

In this paper I assess the obstacles to a transfer of Lakatos's methodology of scientific research programmes to mathematics. I argue that, if we are to use something akin to this methodology to discuss modern mathematics with its interweaving theoretical development, we shall require a more intricate construction and we shall have to move still further away from seeing mathematical knowledge as a collection of statements. I also examine the notion of rivalry within mathematics and claim that this appears to (...) be significant only at a high level. In addition, ideas of ‘progress’ in mathematics are outlined. (shrink)

This paper investigates the emotional import of literary devices deployed in fiction. Reflecting on the often-favored approach in the analytic tradition that locates fictional characters, events, and narratives as sources of readers’ emotions, I attempt to broaden the scope of analysis by accounting for how literary devices trigger non-cognitive emotions. I argue that giving more expansive consideration to literary devices by which authors present content facilitates a better understanding of how fiction engages emotion. In doing so, I also explore the (...) somatic dimension of reading fiction. (shrink)

Objectivity has a history, and it is full of surprises. In Objectivity, Lorraine Daston and Peter Galison chart the emergence of objectivity in the mid-nineteenth-century sciences--and show how the concept differs from its alternatives, truth-to-nature and trained judgment. This is a story of lofty epistemic ideals fused with workaday practices in the making of scientific images. From the eighteenth through the early twenty-first centuries, the images that reveal the deepest commitments of the empirical sciences--from anatomy to crystallography--are those featured (...) in scientific atlases, the compendia that teach practitioners what is worth looking at and how to look at it. Galison and Daston use atlas images to uncover a hidden history of scientific objectivity and its rivals. Whether an atlas maker idealizes an image to capture the essentials in the name of truth-to-nature or refuses to erase even the most incidental detail in the name of objectivity or highlights patterns in the name of trained judgment is a decision enforced by an ethos as well as by an epistemology. As Daston and Galison argue, atlases shape the subjects as well as the objects of science. To pursue objectivity--or truth-to-nature or trained judgment--is simultaneously to cultivate a distinctive scientific self wherein knowing and knower converge. Moreover, the very point at which they visibly converge is in the very act of seeing not as a separate individual but as a member of a particular scientific community. Embedded in the atlas image, therefore, are the traces of consequential choices about knowledge, persona, and collective sight. Objectivity is a book addressed to anyone interested in the elusive and crucial notion of objectivity-- and in what it means to peer into the world scientifically. Lorraine Daston is Director at the Max Planck Institute for the History of Science in Berlin, Germany. She is the coauthor of Wonders and the Order of Nature, 1150-1750 and the editor of Things That Talk: Object Lessons from Art and Science. Peter Galison is Pellegrino University Professor of the History of Science and of Physics at Harvard University. He is the author of Einstein's Clocks, Poincaré's Maps: Empires of Time, How Experiments End, and Image and Logic: A Material Culture of Microphysics, and other books, and coeditor of The Architecture of Science. (shrink)

Having adequate knowledge of the world is not just a matter of survival but also one of obligation. This obligation to "know well" is what philosophers have termed "epistemic responsibility." In this innovative and eclectic study, Lorraine Code explores the possibilities inherent in this concept as a basis for understanding human attempts to know and understand the world and for discerning the nature of intellectual virtue. By focusing on the idea that knowing is a creative process guided by imperatives (...) of epistemic responsibility, Code provides a fresh perspective on the theory of knowledge. From this new perspective, Code poses questions about knowledge that have a different focus from those traditionally raised in the two leading epistemological theories, foundationalism and coherentism. While not rejecting these approaches, this new position moves away from a primary concentration on determinate products and towards an examination of ever-changing processes. Arguing that knowledge never exists as an ungrounded abstraction but rather emerges through dialogue between variously authoritative "knowers" situated within particular social and historical contexts, she draws extensively on examples from lived social experience to illustrate the ways in which human beings have long tried to recognize and meet their epistemic responsibilities. This edition of Epistemic Responsibility includes a new preface from Lorraine Code"--Provided by the publisher. (shrink)

In this ambitious study, David Corfield attacks the widely held view that it is the nature of mathematical knowledge which has shaped the way in which mathematics is treated philosophically and claims that contingent factors have brought us to the present thematically limited discipline. Illustrating his discussion with a wealth of examples, he sets out a variety of approaches to new thinking about the philosophy of mathematics, ranging from an exploration of whether computers producing mathematical proofs or conjectures are (...) doing real mathematics, to the use of analogy, the prospects for a Bayesian confirmation theory, the notion of a mathematical research programme and the ways in which new concepts are justified. His inspiring book challenges both philosophers and mathematicians to develop the broadest and richest philosophical resources for work in their disciplines and points clearly to the ways in which this can be done. (shrink)

Arguing that ecological thinking can animate an epistemology capable of addressing feminist, multicultural, and other post-colonial concerns, this book critiques the instrumental rationality, hyperbolized autonomy, abstract individualism, and exploitation of people and places that western epistemologies of mastery have legitimated. It proposes a politics of epistemic location, sensitive to the interplay of particularity and diversity, and focused on responsible epistemic practices. Starting from an epistemological approach implicit in Rachel Carson’s scientific projects, the book draws, constructively and critically, on ecological theory (...) and practice, on (post-Quinean) naturalized epistemology, and on feminist and post-colonial theory. Analyzing extended examples from developmental psychology, from medicine and law, and from circumstances where vulnerability, credibility, and public trust are at issue, the argument addresses the constitutive part played by an instituted social imaginary in shaping and regulating human lives. The practices and examples discussed invoke the responsibility requirements central to this text’s larger purpose of imagining, crafting, articulating a creative, innovative, instituting social imaginary, committed to interrogating entrenched hierarchical social structures, en route to enacting principles of ideal cohabitation. (shrink)

In this ambitious study, David Corfield attacks the widely held view that it is the nature of mathematical knowledge which has shaped the way in which mathematics is treated philosophically, and claims that contingent factors have brought us to the present thematically limited discipline. Illustrating his discussion with a wealth of examples, he sets out a variety of new ways to think philosophically about mathematics, ranging from an exploration of whether computers producing mathematical proofs or conjectures are doing real (...) mathematics, to the use of analogy, the prospects for a Bayesian confirmation theory, the notion of a mathematical research programme, and the ways in which new concepts are justified. His highly original book challenges both philosophers and mathematicians to develop the broadest and richest philosophical resources for work in their disciplines, and points clearly to the ways in which this can be done. (shrink)

I offer an examination of trust relations in scientific inquiry as they seem to contrast with a lack of trust in an example of knowledge imposed from above by an unaccountable institutional power structure. On this basis I argue for a re-reading of John Hardwig's account of the place of trust in knowledge, and suggest that it translates less well than social epistemologists and others have assumed into a model for democratic epistemic practice.

Prologue: objectivity shock -- Epistemologies of the eye -- Blind sight -- Collective empiricism -- Objectivity is new -- Histories of the scientific self -- Epistemic virtues -- The argument -- Objectivity in shirtsleeves -- Truth-to-nature -- Before objectivity -- Taming nature's variability -- The idea in the observation -- Four-eyed sight -- Drawing from nature -- Truth-to-nature after objectivity -- Mechanical objectivity -- Seeing clear -- Photography as science and art -- Automatic images and blind sight -- Drawing against (...) photography -- Self-surveillance -- Ethics of objectivity -- The scientific self -- Why objectivity? -- The scientific subject -- Kant among the scientists -- Scientific personas -- Observation and attention -- Knower and knowledge -- Structural objectivity -- Objectivity without images -- The objective science of mind -- The real, the objective, and the communicable -- The color of subjectivity -- What even a god could not say -- Dreams of a neutral language -- The cosmic community -- Trained judgment -- The uneasiness of mechanical reproduction -- Accuracy should not be sacrificed to objectivity -- The art of judgment -- Practices and the scientific self -- Representation to presentation -- Seeing is being : truth, objectivity, and judgment -- Seeing is making : nanofacture -- Right depiction. (shrink)

In this lively and accessible book Lorraine Code addresses one of the most controversial questions in contemporary theory of knowledge, a question of fundamental concern for feminist theory as well: Is the sex of the knower epistemologically significant? Responding in the affirmative, Code offers a radical alterantive to mainstream philosophy's terms for what counts as knowledge and how it is to be evaluated. Code first reviews the literature of established epistemologies and unmasks the prevailing assumption in Anglo-American philosophy that (...) "the knower" is a value-free and ideologically neutral abstraction. Approaching knowledge as a social construct produced and validated through critical dialogue, she defines the knower in light of a conception of subjectivity based on a personal relational model. Code maps out the relevance of the particular people involved in knowing: their historical specificity, the kinds of relationships they have, the effects of social position and power on those relationships, and the ways in which knowledge can change both knower and known. In an exploration of the politics of knowledge that mainstream epistemologies sustain, she examines such issues as the function of knowledge in shaping institutions and the unequal distribution of cognitive resources. What Can She Know? will raise the level of debate concerning epistemological issues among philosophers, political and social scientists, and anyone interested in feminist theory. (shrink)

In this paper, I criticize Structured Propositionalism, the most widely held theory of the nature of propositions according to which they are structured entities with constituents. I argue that the proponents of Structured Propositionalism have paid insufficient attention to the metaphysical presuppositions of the view – most egregiously, to the notion of propositional constituency. This is somewhat ironic, since the friends of structured propositions tend to argue as if the appeal to constituency gives their view a dialectical advantage. I criticize (...) four different approaches to providing a metaphysics of propositional constituency: set-theoretic, mereological, hylomorphic, and structure-making. Finally, I consider the option of taking constituency in a deflationary, metaphysically ‘lightweight’ sense. I argue that, though invoking constituency in a lightweight sense may be useful for avoiding the ontological problems that plague the ‘heavyweight’ conception, it no longer proffers a dialectical advantage to Structured Propositionalism. (shrink)

I argue that interesting experiences are experientially valuable in the same fashion as pleasant experiences, yet that the interesting is nonetheless a distinct value from the pleasant. Insofar as it challenges the hedonist’s assumption that pleasure and pain are the only evaluative dimensions of our phenomenological experiences, my argument here serves both as a defense of the value of the interesting and as an important critique of hedonism.

The path-breaking Encyclopedia of Feminist Theories is an accessible, multidisciplinary insight into the complex field of feminist thought. The Encyclopedia contains over 500 authoritative entries commissioned from an international team of contributors and includes clear, concise and provocative explanations of key themes and ideas. Each entry contains cross references and a bibliographic guide to further reading; over 50 biographical entries provide readers with a sense of how the theories they encounter have developed out of the lives and situations of their (...) authors. Areas covered: * traditional taxonomies of feminist theory (eg socialist thought) * theoretical subdivisions (eg ecofeminism and feminist spirituality) * discipline-specific issues (eg philosophy and anthropology) * the conceptual apparatus of gender theory (eg biologism) * methodologies (eg deconstruction and narrative theory) * intersections (eg with racial theory, queer theory) * political issues (eg citizenship, reproductive rights). (shrink)

As a new foundational language for mathematics with its very different idea as to the status of logic, we should expect homotopy type theory to shed new light on some of the problems of philosophy which have been treated by logic. In this article, definite description, and in particular its employment within mathematics, is formulated within the type theory. Homotopy type theory has been proposed as an inherently structuralist foundational language for mathematics. Using the new formulation of definite descriptions, opportunities (...) to express ‘the structure of’ within homotopy type theory are explored, and it is shown there is little or no need for this expression. (shrink)

We compare Karl Popper’s ideas concerning the falsifiability of a theory with similar notions from the part of statistical learning theory known as VC-theory . Popper’s notion of the dimension of a theory is contrasted with the apparently very similar VC-dimension. Having located some divergences, we discuss how best to view Popper’s work from the perspective of statistical learning theory, either as a precursor or as aiming to capture a different learning activity.

This paper introduces the notion of a “psychologically rich life”: a life characterized by complexity, in which people experience a variety of interesting things, and feel and appreciate a variety...

Forms of justification for inductive machine learning techniques are discussed and classified into four types. This is done with a view to introduce some of these techniques and their justificatory guarantees to the attention of philosophers, and to initiate a discussion as to whether they must be treated separately or rather can be viewed consistently from within a single framework.

This book offers a comprehensive account of the major philosophical works on friendship and its relationship to self-love. The book gives central place to Aristotle's searching examination of friendship in the Nicomachean Ethics. Lorraine Pangle argues that the difficulties surrounding this discussion are soon dispelled once one understands the purpose of the Ethics as both a source of practical guidance for life and a profound, theoretical investigation into human nature. The book also provides fresh interpretations of works on friendship (...) by Plato, Cicero, Epicurus, Seneca, Montaigne and Bacon. The author shows how each of these thinkers sheds light on central questions of moral philosophy: is human sociability rooted in neediness or strength? is the best life chiefly solitary, or dedicated to a community with others? Clearly structured and engagingly written, this book will appeal to a broad swathe of readers across philosophy, classics and political science. (shrink)

In this lively and accessible book Lorraine Code addresses one of the most controversial questions in contemporary theory of knowledge, a question of fundamental concern for feminist theory as well: Is the sex of the knower epistemologically significant? Responding in the affirmative, Code offers a radical alterantive to mainstream philosophy's terms for what counts as knowledge and how it is to be evaluated. Code first reviews the literature of established epistemologies and unmasks the prevailing assumption in Anglo-American philosophy that (...) "the knower" is a value-free and ideologically neutral abstraction. Approaching knowledge as a social construct produced and validated through critical dialogue, she defines the knower in light of a conception of subjectivity based on a personal relational model. Code maps out the relevance of the particular people involved in knowing: their historical specificity, the kinds of relationships they have, the effects of social position and power on those relationships, and the ways in which knowledge can change both knower and known. In an exploration of the politics of knowledge that mainstream epistemologies sustain, she examines such issues as the function of knowledge in shaping institutions and the unequal distribution of cognitive resources. What Can She Know? will raise the level of debate concerning epistemological issues among philosophers, political and social scientists, and anyone interested in feminist theory. (shrink)

Emerging research on the subject of happiness-in psychology, economics, and public policy-reawakens and breathes new life into long-standing philosophical questions about happiness. By analyzing this research from a philosophical perspective, Lorraine L. Besser is able to weave together the contributions of other disciplines, and the result is a robust, deeply contoured understanding of happiness made accessible for nonspecialists. This book is the first to thoroughly investigate the fundamental theoretical issues at play in all the major contemporary debates about happiness, (...) and it stands out especially in its critical analysis of empirical research. The book's coverage of the material is comprehensive without being overwhelming. Its structure and pedagogical features will benefit students or anyone studying happiness for the first time: Each chapter opens with an initial overview and ends with a summary and list of suggested readings. (shrink)

In a paper published in 1939, Ernest Nagel described the role that projective duality had played in the reformulation of mathematical understanding through the turn of the nineteenth century, claiming that the discovery of the principle of duality had freed mathematicians from the belief that their task was to describe intuitive elements. While instances of duality in mathematics have increased enormously through the twentieth century, philosophers since Nagel have paid little attention to the phenomenon. In this paper I will argue (...) that a reassessment is overdue. Something beyond doubt is that category theory has an enormous amount to say on the subject, for example, in terms of arrow reversal, dualising objects and adjunctions. These developments have coincided with changes in our understanding of identity and structure within mathematics. While it transpires that physicists have employed the term ‘duality’ in ways which do not always coincide with those of mathematicians, analysis of the latter should still prove very useful to philosophers of physics. Consequently, category theory presents itself as an extremely important language for the philosophy of physics. (shrink)

In 1908, Henri Poincar? claimed that: ...the mathematical facts worthy of being studied are those which, by their analogy with other facts, are capable of leading us to the knowledge of a mathematical law, just as experimental facts lead us to the knowledge of a physical law. They are those which reveal to us unsuspected kinship between other facts, long known, but wrongly believed to be strangers to one another. Towards the end of the twentieth century, with many more mathematical (...) facts since discovered, several mathematicians proposed overarching schemes to organise the facts they considered most significant. In this paper, I shall briefly discuss three of these schemes (those of Arnold, Atiyah, and Baez and Dolan), before drawing some philosophical consequences from their attempts. Rather than the kind of claim made by Frege that with the entry of imaginary numbers we reach the ?natural end of the domain of numbers?, we are dealing here with a more open-ended sense of conceptual growth. I shall illustrate this theme by discussing the elaboration of algebraic structures designed to measure symmetry. What emerges is that at any one time mathematicians are operating with a notion very similar to that discussed in the philosophy of science under the heading of ?natural kinds?. We find ?quasi-causal? talk of properties being ?responsible? for a phenomenon, projectability, the transfer of robust mechanisms between domains, and reference to entities not yet fully determined. Debates in philosophy of science prompt further questioning as to the ?naturalness? of these mathematical kinds, whether one should expect them to be dependent on varying human interests, whether there is a distinction between artefactual and real kinds, and whether there is convergence of kinds. I believe that these questions present a wonderful opportunity for a philosophy of mathematics to treat ?real? mathematics, while making powerful points of contact with philosophy of science, and philosophy in general. (shrink)

The arguments in this book are informed at once by the moral-political implications of how knowledge is produced and circulated and by issues of gendered subjectivity. In their critical dimension, these lucid essays engage with the incapacity of the philosophical mainstream's dominant epistemologies to offer regulative principles that guide people in the epistemic projects that figure centrally in their lives. In its constructive dimension, ____Rhetorical__ ____Spaces__ focuses on developing productive, case-by-case analyses of knowing other people in situations where social-political inequalities (...) create asymmetrical patterns of epistemic power and privilege. (shrink)

This paper treats the situation where a single mathematical construction satisfies a multitude of interesting mathematical properties. The examples treated are all infinitely large entities. The clustering of properties is termed ‘niceness’ by the mathematician Michiel Hazewinkel, a concept we compare to the ‘robustness’ described by the philosopher of science William Wimsatt. In the final part of the paper, we bring our findings to bear on the question of realism which concerns not whether mathematical entities exist as abstract objects, but (...) rather whether the choice of our concepts is forced upon us. (shrink)

This book makes a compelling case for the significance of the long, surprising, and epistemologically significant history of scientific observation, a history ...

Cet article examine la thèse de Lautman selon laquelle la réalité des mathématiques doit être approchée par la « réalisation des idées dialectiques ». Pour ce faire, nous reprenons deux exemples que Lautman a lui-même traités. La question est de savoir si on peut ou non mieux décrire les idées dialectiques comme mathématiques, particulièrement maintenant que les moyens mathématiques d’approcher ces idées au niveau de généralisation appropriée existent. Ainsi, la théorie des catégories, inconnue de Lautman, peut donner une description très (...) approfondie de l’idée de dualité. Je soumets de plus que les instances, données par Lautman, de la réalisation des idées dialectiques en dehors des mathématiques et de la physique mathématique sont assez maigres, ce qui suggère fortement que les idées qu’il a décrites si admirablement sont immanentes à la pratique des mathématiques, au lieu d’appartenir à « une réalité idéale, supérieure aux mathématiques ».This paper examines Lautman’s claim that the reality of mathematics is to be addressed through the “realisation of dialectical ideas”. This is done in the context of two examples treated by Lautman himself. The question is raised as to whether we might better describe dialectical ideas as mathematical ones, especially now that we have mathematical means to approach these ideas at the right level of generality. For example, category theory, unknown to Lautman, can describe the idea of duality very thoroughly. It is argued that the instances given by Lautman of the realisation of dialectical ideas outside of mathematics and mathematical physics are rather slight, leading us to conclude that the ideas he so brilliantly describes are immanent to mathematical practice, rather than belonging to “an ideal reality, superior to mathematics”. (shrink)

Feminist epistemologists who attempt to refigure epistemology must wrestle with a number of dualisms. This essay examines the ways Lorraine Code, Sandra Harding, and Susan Hekman reconceptualize the relationship between self/other, nature/culture, and subject/object as they struggle to reformulate objectivity and knowledge.

There’s been a recent surge of interest among analytic philosophers of religion in divine ineffability. However, divine ineffability is part of a traditional conception of God that has been widely rejected among analytic philosophers of religion for the past few decades. One of the main reasons that the traditional conception of God has been rejected is because it allegedly makes God too remote, unknowable, and impersonal. In this paper, I present an account of divine ineffability that directly addresses this concern (...) by arguing that the deepest knowledge of God’s nature that we can attain is personal, rather than propositional. On this view, it is precisely because knowledge of God’s nature is personal that it cannot be linguistically expressed and communicated. (shrink)

Mark Coeckelbergh (Int J Soc Robot 1:217–221, 2009) argues that robot ethics should investigate what interaction with robots can do to humans rather than focusing on the robot’s moral status. We should ask what robots do to our sociality and whether human–robot interaction can contribute to the human good and human flourishing. This paper extends Coeckelbergh’s call and investigate what it means to live with disembodied AI-powered agents. We address the following question: Can the human–AI interaction contribute to our moral (...) development? We present an empirically informed philosophical analysis of how the AI personal assistant Siri changes its users’ way of life, based on the responses obtained from 20 semi-directive individual interviews with Siri users. We identify changes in the users’ social interaction associated with the adoption of Siri. These changes include: (1) the indirect effect of reducing opportunities of human interaction, (2) the second-order effect of diminished expectations toward each other in a community, and (3) the acquired preference to obtain hassle-free interaction with Siri over human interaction. We examine them in relation to concerns that are voiced in the current debates over the rise of AI, namely the suspicion that humans could become overly reliant on AI (Danaher 2019) and the worry that social AI could impede on moral development (Fröding and Peterson, Ethics Inf Technol 23:207–214, 2012; Li, Ethics Inf Technol 23:543–550, 2021). We analyze the ethical costs that come from these changes in light of virtue ethics and address potential objections along the way. We end by offering directions for thinking about how to live with AI personal assistant while preserving favorable conditions for moral development. (shrink)

In this paper, I argue that Scott Soames’ theory of naturalized cognitive propositions faces a serious objection: there are true propositions for which NCP cannot account. More carefully, NCP cannot account for certain truths of mathematics unless it is possible for there to be an infinite intellect. For those who reject the possibility of an infinite intellect, this constitutes a reductio of NCP.

Why does an object or phenomenon become the subject of scientific inquiry? Why do some of these objects remain provocative, while others fade from center stage? And why do objects sometimes return as the focus of research long after they were once abandoned? Addressing such questions, _Biographies of Scientific Objects_ is about how whole domains of phenomena—dreams, atoms, monsters, culture, society, mortality, centers of gravity, value, cytoplasmic particles, the self, tuberculosis—come into being and sometimes pass away as objects of scientific (...) study. With examples drawn from both the natural and social sciences, and ranging from the sixteenth to the twentieth centuries, this book explores the ways in which scientific objects are both real and historical. Whether discovered or invented, these objects of inquiry broaden and deepen in meaning—growing more "real"—as they become entangled in webs of cultural significance, material practices, and theoretical derivations. Thus their biographies will matter to anyone concerned with the formation of scientific knowledge. Contributors are Jed Z. Buchwald, Lorraine Daston, Rivka Feldhay, Jan Goldstein, Gerard Jorland, Doris Kauffman, Bruno Latour, Theodore M. Porter, Hans-Jörg Rheinberger, Marshall Sahlins, and Peter Wagner. (shrink)

The original article has been corrected. The article is published with Open Access but was missing Open Access information. This has been added.

I have sketched the well-known distinction between facts and evidence not to defend or attack it , but rather as a preface to a key episode in the history of the conceptual categories of fact and evidence. My question is neither, “Do neutral facts exist?” nor “How does evidence prove or disprove?” but rather, “How did our current conceptions of neutral facts and enlisted evidence, and the distinction between them, come to be?” How did evidence come to be incompatible with (...) intention, and is it possible to imagine a kind of evidence that is intention-laden?It is my claim that partial answers to these questions lie buried in the sixteenth- and seventeenth-century literature on prodigies and miracles. I shall argue that during this period prodigies briefly became the prototype for a new kind of scientific fact, and that miracles briefly exemplified a form of evidence patent to the senses and crucially dependent on intention. Both conceptions diverge sharply not only from current notions of facts and evidence, but also from medieval views on the nature of prodigies and miracles. Prodigies were originally closely akin to portent, divine signs revealing God’s will and things to come; miracles were more intimately associated with the private experience of grace than with the public evidence of the senses. Prodigies were transformed from signs into nonsignifying facts, and miracles into compelling evidence, as part of more sweeping changes in natural philosophy and theology in the mid-seventeenth century. Lorraine Daston is professor of history of science at the University of Göttingen, Federal Republic of Germany. She is the author of Classical Probability in the Enlightenment and is currently at work on a history of scientific objectivity. (shrink)

Phenomena covered by the term duality occur throughout the history of mathematics in all of its branches, from the duality of polyhedra to Langlands duality. By looking to an “internal epistemology” of duality, we try to understand the gains mathematicians have found in exploiting dual situations. We approach these questions by means of a category theoretic understanding. Following Mac Lane and Lawvere-Rosebrugh, we distinguish between “axiomatic” or “formal” (or Gergonne-type) dualities on the one hand and “functional” or “concrete” (or Poncelet-type) (...) dualities on the other. While the former are often used in the pursuit of a “two theorems by one proof”-strategy, the latter often allow the investigation of “spaces” by studying functions defined on them, which in Grothendieck's terms amounts to the strategy of proving a theorem by working in a dually equivalent framework where the corresponding proof is easier to find. We try to show by some examples that in the first case, dual objects tend to be more ideal (epistemologically more remote) than original ones, while this is not necessarily so in the second case. (shrink)

In this paper we give an account of the rise and development of coalgebraic thinking in mathematics and computer science as an illustration of the way mathematical frameworks may be transformed. Originating in a foundational dispute as to the correct way to characterise sets, logicians and computer scientists came to see maximizing and minimizing extremal axiomatisations as a dual pair, each necessary to represent entities of interest. In particular, many important infinitely large entities can be characterised in terms of such (...) axiomatisations. We consider reasons for the delay in arriving at the coalgebraic framework, despite many unrecognised manifestations occurring years earlier, and discuss an apparent asymmetry in the relationship between algebra and coalgebra. (shrink)

The dominant account of propositions holds that they are structured entities that have, as constituents, the semantic values of the constituents of the sentences that express them. Since such theories hold that propositions are structured, in some sense, like the sentences that express them, they must provide an answer to what I will call Soames’ Question: “What level, or levels, of sentence structure does semantic information incorporate?”. As it turns out, answering Soames’ Question is no easy task. I argue in (...) this paper that the two most promising ways of answering it, the Logical Form Account and the LF Account, are both unsatisfactory. This result casts doubt on the very idea that propositions are structured. (shrink)