This book reconstructs, both from the historical and theoretical points of view, Leibniz's geometrical studies, focusing in particular on the research Leibniz ...

The paper lists several editions of Euclid’s Elements in the Early Modern Age, giving for each of them the axioms and postulates employed to ground elementary mathematics.

The book offers a collection of essays on various aspects of Leibniz’s scientific thought, written by historians of science and world-leading experts on Leibniz. The essays deal with a vast array of topics on the exact sciences: Leibniz’s logic, mereology, the notion of infinity and cardinality, the foundations of geometry, the theory of curves and differential geometry, and finally dynamics and general epistemology. Several chapters attempt a reading of Leibniz’s scientific works through modern mathematical tools, and compare Leibniz’s results in (...) these fields with 19th- and 20th-Century conceptions of them. All of them have special care in framing Leibniz’s work in historical context, and sometimes offer wider historical perspectives that go much beyond Leibniz’s researches. A special emphasis is given to effective mathematical practice rather than purely epistemological thought. The book is addressed to all scholars of the exact sciences who have an interest in historical research and Leibniz in particular, and may be useful to historians of mathematics, physics, and epistemology, mathematicians with historical interests, and philosophers of science at large. (shrink)

During the twentieth century, the view that assertions and norms are valid insofar as they respond to principles independent of all local and temporal contexts came under attack from two perspectives: the partiality of translation and the intersubjective constitution of the self, understood as responsive to recognition. Defenses of universalism have by and large taken the form of a thinning out of substantive universalism into various forms of proceduralism. Alessandro Ferrara instead launches an entirely different strategy for transcending the (...) particularity of context without contradicting our pluralistic intuitions: a strategy centered on the exemplary universalism of judgment. Whereas exemplarity has long been thought to belong to the domain of aesthetics, this book explores the _other_ uses to which it can be put in our philosophical predicament, especially in the field of politics. After defining exemplarity and describing how something unique can possess universal significance, Ferrara addresses the force exerted by exemplarity, the nature of the judgment that discloses exemplarity, and the way in which the force of the example can bridge the difference between various contexts. Drawing not only on Kant's _Critique of the Power of Judgment_ but also on the work of Hannah Arendt, John Rawls, Ronald Dworkin, and Jürgen Habermas, Ferrara outlines a view of exemplary validity that is applicable to today's central philosophical issues, including public reason, human rights, radical evil, sovereignty, republicanism and liberalism, and religion in the public sphere. (shrink)

This book offers a general introduction to the geometrical studies of Gottfried Wilhelm Leibniz and his mathematical epistemology. In particular, it focuses on his theory of parallel lines and his attempts to prove the famous Parallel Postulate. Furthermore it explains the role that Leibniz’s work played in the development of non-Euclidean geometry. The first part is an overview of his epistemology of geometry and a few of his geometrical findings, which puts them in the context of the 17th-century studies on (...) the foundations of geometry. It also provides a detailed mathematical and philosophical commentary on his writings on the theory of parallels, and discusses how they were received in the 18th century as well as their relevance for the non-Euclidean revolution in mathematics. The second part offers a collection of Leibniz’s essays on the theory of parallels and an English translation of them. While a few of these papers have already been published (in Latin) in the standard Leibniz editions, most of them are transcribed from Leibniz’s manuscripts written in Hannover, and published here for the first time. The book provides new material on the history of non-Euclidean geometry, stressing the previously neglected role of Leibniz in these developments. (shrink)

This book brings together papers of the conference on 'Space, Geometry and the Imagination from Antiquity to the Modern Age' held in Berlin, Germany, 27-29 August 2012. Focusing on the interconnections between the history of geometry and the philosophy of space in the pre-Modern and Early Modern Age, the essays in this volume are particularly directed toward elucidating the complex epistemological revolution that transformed the classical geometry of figures into the modern geometry of space. Contributors: Graciela De Pierris Franco Farinelli (...) Michael Friedman Daniel Garber Jeremy Gray Gary Hatfield Andrew Janiak Douglas Jesseph Alexander Jones Henry Mendell David Rabouin. (shrink)

Business and society (B&S) scholarship that uses the theoretical perspective of institutionalism combines different research approaches to values. Within the B&S literature drawing on institutionalism, we identified and categorized the research on values according to a spectrum of normative and/or descriptive approaches (including both and neither approaches). Primarily, we focused on how the normative and descriptive approaches interrelate and integrate. We argue that drawing on John Dewey’s pragmatism and Philip Selznick’s institutionalism can help further an integrative approach, which holds great (...) potential for advancing theorization in the B&S field while increasing its practical relevance. (shrink)

As people look for a way to ground their judgments of moral, political, aesthetic claims in the face of the postmodernists who claim nothing can be grounded, Reflective Authenticity attempts to rescue some of the critical ideals of the Enlightenment without falling prey to those who say that the Enlightenment's tenets of objectivity, reason, liberalism makes this impossible and in the face of multiculturalism, difference, and the death of subject, are outdated. Alessandro Ferrara suggests that the notion of reflective (...) authenticity offers the key to a new kind of exemplary universalism which, different from the generalizing universalism typical of modern thought, does not fall under the critique of foundationalism articulated by postmodernist thinkers. (shrink)

The “common notions” prefacing the Elements of Euclid are a very peculiar set of axioms, and their authenticity, as well as their actual role in the demonstrations, have been object of debate. In the first part of this essay, I offer a survey of the evidence for the authenticity of the common notions, and conclude that only three of them are likely to have been in place at the times of Euclid, whereas others were added in Late Antiquity. In the (...) second part of the essay, I consider the meaning and uses of the common notions in Greek mathematics, and argue that they were originally conceived in order to axiomatize a theory of equivalence in geometry. I also claim that two interpolated common notions responded to different epistemic needs and regulated diagrammatic inferences. (shrink)

In this paper, I attempt a reconstruction of the theory of intersections in the geometry of Euclid. It has been well known, at least since the time of Pasch onward, that in the Elements there are no explicit principles governing the existence of the points of intersections between lines, so that in several propositions of Euclid the simple crossing of two lines (two circles, for instance) is regarded as the actual meeting of such lines, it being simply assumed that the (...) point of their intersection exists. Such assumptions are labelled, today, as implicit claims about the continuity of the lines, or about the continuity of the underlying space. Euclid’s proofs, therefore, would seem to have some demonstrative gaps that need to be filled by a set of continuity axioms (as we do, in fact, find in modern axiomatizations).I show that Euclid’s theory of intersections was not in fact based on any notion of continuity at all. This is not only because Greek concepts of continuity (such as the Aristotelian ones) were largely insufficient to ground a geometrical theory of intersections, but also, at a deeper level, because continuity was simply not regarded as a notion that had any role to play in the latter theory. Had Euclid been asked to explain why the points of intersections of lines and circles should exist, it would have never occurred to him to mention continuity in this connection. Ancient geometry was very different from ours, and it is only our modern views on continuity that tend to give rise to the expectation that this latter must be included in the foundations of elementary mathematics.We may hope to reconstruct Euclid’s views on intersections if we undertake a critical examination both of the extension and of the limits of ancient diagrammatic practices. This is tantamount to attempting to understand to what extent the existence of an intersection point may be inferred just from the inspection of a diagram, and in which cases we need rather to supplement such inference by propositional rules. This leads us to discuss Euclid’s definition of a point, and to work out the details of the complex interaction between diagrams and text in ancient geometry. We will see, then, that Euclid may have possessed a theory of intersections that was sufficiently rigorous to dispel the main objections that could be advanced in antiquity. (shrink)

Business sustainability aims to combine market logic with social welfare logic. In literature, it is commonly assumed that sustainability and the social welfare logic associated with it are characterized by a long-term orientation. However, this assumption is problematic because this principle may not apply in certain contexts. This qualitative study challenges this assumption and focuses on the mechanisms by which time affects the adoption of sustainability practices in the context of socially responsible investing (SRI) practices in Swiss banks and insurance (...) companies. The article provides insights into the mechanisms associated with different time horizons and investigates their effects on the adoption of SRI in financial intermediaries. It also shows how the dimension of time shapes interactions between the two institutional logics underlying SRI in business organizations through specific mechanisms. (shrink)

Philosophers have rightly condemned lookism—that is, discrimination in favor of attractive people or against unattractive people—in education, the justice system, the workplace and elsewhere. Surprisingly, however, the almost universal preference for attractive romantic and sexual partners has rarely received serious ethical scrutiny. On its face, it’s unclear whether this is a form of discrimination we should reject or tolerate. I consider arguments for both views. On the one hand, a strong case can be made that preferring attractive partners is bad. (...) The idea is that choosing partners based on looks seems essentially similar to other objectionable forms of discrimination. (In particular, the preference for attractive partners is arguably both unfair and harmful to a significant degree.) One can try to resist this conclusion in several ways. I consider three possible replies. The first has to do with the possibility of controlling our partner preferences. The second pertains to attractiveness and “good genes”. The last attempts to link certain aspects of attractiveness to a prospective partner’s personality and values. I argue that the first two replies fail conclusively, while the third only amounts to a limited defense of a particular kind of attractiveness preference. So the idea that we should often avoid preferring attractive partners is compelling. (shrink)

The paper lists several editions of Euclid’s Elements in the Early Modern Age, giving for each of them the axioms and postulates employed to ground elementary mathematics.

The book offers a collection of essays on various aspects of Leibniz’s scientific thought, written by historians of science and world-leading experts on Leibniz. The essays deal with a vast array of topics on the exact sciences: Leibniz’s logic, mereology, the notion of infinity and cardinality, the foundations of geometry, the theory of curves and differential geometry, and finally dynamics and general epistemology. Several chapters attempt a reading of Leibniz’s scientific works through modern mathematical tools, and compare Leibniz’s results in (...) these fields with 19th- and 20th-Century conceptions of them. All of them have special care in framing Leibniz’s work in historical context, and sometimes offer wider historical perspectives that go much beyond Leibniz’s researches. A special emphasis is given to effective mathematical practice rather than purely epistemological thought. The book is addressed to all scholars of the exact sciences who have an interest in historical research and Leibniz in particular, and may be useful to historians of mathematics, physics, and epistemology, mathematicians with historical interests, and philosophers of science at large. (shrink)

Research on the implementation of corporate social responsibility (CSR) has revealed the critical role of CSR departments vis-à-vis functional departments. While both CSR and functional departments influence CSR implementation, the question of how they work together remains underexamined. We address this question by mobilizing and merging two complementary yet separate perspectives on CSR implementation: “coordination” and “enactment.” Building on a comparative case study involving seven large Swiss financial institutions that have established CSR departments and implemented CSR to varying extents, we (...) inductively derive six courses of actions conducing to CSR implementation, involving both coordination and enactment. We distinguish between four courses of actions in the CSR departments ( centralizing, coalescing, orchestrating, and consulting) and two courses of actions in the functional departments ( decentralizing and tailoring). As our data suggest that coordination and enactment work in tandem, we capture these insights in a model of CSR implementation as coordinated enactment. Our research contributes to the literature by explaining how CSR departments and functional departments enact and simultaneously coordinate CSR at a particular implementation stage, thus illuminating how and why the variance in CSR implementation occurs. (shrink)

We discuss potential biorisks from large language models (LLMs). AI assistants based on LLMs such as ChatGPT have been shown to significantly reduce barriers to entry for actors wishing to synthesize dangerous, potentially novel pathogens and chemical weapons. The harms from deploying such bioagents could be further magnified by AI-assisted misinformation. We endorse several policy responses to these dangers, including prerelease evaluations of biomedical AIs by subject-matter experts, enhanced surveillance and lab screening procedures, restrictions on AI training data, and access (...) controls on biomedical AI. We conclude with a suggestion about future research directions in bioethics. (shrink)

According to a widespread view in metaphysics and philosophy of science, all explanations involve relations of ontic dependence between the items appearing in the explanandum and the items appearing in the explanans. I argue that a family of mathematical cases, which I call “viewing-as explanations”, are incompatible with the Dependence Thesis. These cases, I claim, feature genuine explanations that aren’t supported by ontic dependence relations. Hence the thesis isn’t true in general. The first part of the paper defends this claim (...) and discusses its significance. The second part of the paper considers whether viewing-as explanations occur in the empirical sciences, focusing on the case of so-called fictional models. It’s sometimes suggested that fictional models can be explanatory even though they fail to represent actual worldly dependence relations. Whether or not such models explain, I suggest, depends on whether we think scientific explanations necessarily give information relevant to intervention and control. Finally, I argue that counterfactual approaches to explanation also have trouble accommodating viewing-as cases. (shrink)

A great deal of work in analytic philosophy of art is related to defining what counts as art. So far, cognitive approaches to art have almost entirely ignored this literature. In this paper I discuss the role of intuition in analytic philosophy of art, to show how an empirical research program on art could take advantage of existing work in analytic philosophy. I suggest that the first step of this research program should be to understand how people intuitively categorize something (...) as art. Drawing on results from cognitive science and analytic philosophy, I show that the intuitive categorization of an artifact as art rests on the intentions attributed (frequently implicitly) to the creator of the artifact based both on its appearance and on background knowledge. I discuss how the issue of categorization is related to other empirical issues concerning our relationship to works of art, such as perception, appreciation, interpretation and evaluation. (shrink)

The problem of truth in fiction concerns how to tell whether a given proposition is true in a given fiction. Thus far, the nearly universal consensus has been that some propositions are ‘implicitly true’ in some fictions: such propositions are not expressed by any explicit statements in the relevant work, but are nevertheless held to be true in those works on the basis of some other set of criteria. I call this family of views ‘implicitism’. I argue that implicitism faces (...) serious problems, whereas the opposite view is much more plausible than has previously been thought. After mounting a limited defence of explicitism, I explore a difficult problem for the view and discuss some possible responses. (shrink)

How and to what extent do people take into account the intentions of others? Alessandro Duranti sets out to answer this question, showing that the role of intentions in human interaction is variable across cultures and contexts. Through careful analysis of data collected over three decades in US and Pacific societies, Duranti demonstrates that, in some communities, social actors avoid intentional discourse, focusing on the consequences of actions rather than on their alleged original goals. In other cases, he argues, (...) people do speculate about their own intentions or guess the intentions of others, including in some societies where it was previously assumed they avoid doing so. To account for such variation, Duranti proposes an 'intentional continuum', a concept that draws from phenomenology and the detailed analysis of face-to-face interaction. A combination of new essays and classic re-evaluations, the book draws together findings from anthropology, linguistics and philosophy to offer a penetrating account of the role of intentions in defining human action. (shrink)

Much recent work on mathematical explanation has presupposed that the phenomenon involves explanatory proofs in an essential way. I argue that this view, ‘proof chauvinism’, is false. I then look in some detail at the explanation of the solvability of polynomial equations provided by Galois theory, which has often been thought to revolve around an explanatory proof. The article concludes with some general worries about the effects of chauvinism on the theory of mathematical explanation. 1Introduction 2Why I Am Not a (...) Proof Chauvinist 2.1Proof chauvinism and mathematical practice 2.2Proof chauvinism and philosophy 3An Example: Galois Theory and Explanatory Proof 4Conclusion. (shrink)

Keenan (1987) observed that trivial determiners built from basic existential determiners (e.g.,either zero or else more than zero) are allowed inthere-insertion contexts, and that trivial determiners built from basic non-existential determiners (e.g.,either all or else not all) are not. This result is unexpected under the analyses ofthere-sentences proposed in Barwise and Cooper (1981), Higginbotham (1987), and Keenan (1987). I argue that the class of NPs barred from the postverbal position ofthere-sentences (strong NPs) is correctly characterized in presuppositional terms, as suggested (...) in de Jong and Verkuyl (1985) and Lumsden (1988). According to this characterization, strong NPs share one of the defining components of definiteness proposed in Heim (1982), namely the Descriptive Content Condition (DCC). How to derive the prohibition against strong NPs inthere-insertion contexts (definiteness effect) from the fact that strong NPs meet the DCC is not obvious, however. I argue that accounting for this prohibition involves regarding the XP-coda in [there be NP XP] as providing the contextual domain for the interpretation of the postverbal NP. (shrink)

Philosophers of science since Nagel have been interested in the links between intertheoretic reduction and explanation, understanding and other forms of epistemic progress. Although intertheoretic reduction is widely agreed to occur in pure mathematics as well as empirical science, the relationship between reduction and explanation in the mathematical setting has rarely been investigated in a similarly serious way. This paper examines an important particular case: the reduction of arithmetic to set theory. I claim that the reduction is unexplanatory. In defense (...) of this claim, I offer evidence from mathematical practice, and I respond to contrary suggestions due to Steinhart, Maddy, Kitcher and Quine. I then show how, even if set-theoretic reductions are generally not explanatory, set theory can nevertheless serve as a legitimate foundation for mathematics. Finally, some implications of my thesis for philosophy of mathematics and philosophy of science are discussed. In particular, I suggest that some reductions in mathematics are probably explanatory, and I propose that differing standards of theory acceptance might account for the apparent lack of unexplanatory reductions in the empirical sciences. (shrink)

ArgumentThe Fourth Postulate of Euclid’s Elements states that all right angles are equal. This principle has always been considered problematic in the deductive economy of the treatise, and even the ancient interpreters were confused about its mathematical role and its epistemological status. The present essay reconsiders the ancient testimonies on the Fourth Postulate, showing that there is no certain evidence for its authenticity, nor for its spuriousness. The paper also considers modern mathematical interpretations of this postulate, pointing out various anachronisms. (...) It further discusses the validity of the ancient proof by superposition of the Fourth Postulate. Finally, the article proposes an interpretation of the history of the concept of angle in Greek geometry between Euclid and Apollonius, and puts forward a conjecture on the interpolation of the Fourth Postulate in the Hellenistic age. The essay contributes to a general reassessment of the axiomatic foundations of ancient mathematics. (shrink)

semantic minimalism and moderte contextualism.

Mathematicians distinguish between proofs that explain their results and those that merely prove. This paper explores the nature of explanatory proofs, their role in mathematical practice, and some of the reasons why philosophers should care about them. Among the questions addressed are the following: what kinds of proofs are generally explanatory (or not)? What makes a proof explanatory? Do all mathematical explanations involve proof in an essential way? Are there really such things as explanatory proofs, and if so, how do (...) they relate to the sorts of explanation encountered in philosophy of science and metaphysics? (shrink)

Leibniz pursued the study of his new geometry, the analysis situs, throughout his lifetime. The following essays, the Ars Representatoria and the text Uniformis locus…, both go back to the early nineties of the seventeenth century. Although most of the analysis situs texts are still unpublished—which makes it very hard to see how this discipline might have evolved during the years—there seems to be no doubt that the beginning of 1690s marked a breakthrough in Leibniz’s studies.

Leibniz pursued the study of his new geometry, the analysis situs, throughout his lifetime. The following essays, the Ars Representatoria and the text Uniformis locus…, both go back to the early nineties of the seventeenth century. Although most of the analysis situs texts are still unpublished—which makes it very hard to see how this discipline might have evolved during the years—there seems to be no doubt that the beginning of 1690s marked a breakthrough in Leibniz’s studies.

Gauss’s quadratic reciprocity theorem is among the most important results in the history of number theory. It’s also among the most mysterious: since its discovery in the late 18th century, mathematicians have regarded reciprocity as a deeply surprising fact in need of explanation. Intriguingly, though, there’s little agreement on how the theorem is best explained. Two quite different kinds of proof are most often praised as explanatory: an elementary argument that gives the theorem an intuitive geometric interpretation, due to Gauss (...) and Eisenstein, and a sophisticated proof using algebraic number theory, due to Hilbert. Philosophers have yet to look carefully at such explanatory disagreements in mathematics. I do so here. According to the view I defend, there are two important explanatory virtues—depth and transparency—which different proofs (and other potential explanations) possess to different degrees. Although not mutually exclusive in principle, the packages of features associated with the two stand in some tension with one another, so that very deep explanations are rarely transparent, and vice versa. After developing the theory of depth and transparency and applying it to the case of quadratic reciprocity, I draw some morals about the nature of mathematical explanation. (shrink)

Proseguendo nella rilettura della fisica iniziata con il volume Una storia della fisica classica, l'autore tenta di tracciare una storia delle teorie della relatività e di quelle quantistiche. -/- Il taglio è quello del precedente volume: cercare di riscoprire le cose così come apparvero all'atto della loro scoperta e presentarle cercando di essere il più fedele possibile ai lavori originali, utilizzando ampie citazioni tratte da questi e mettendone in evidenza le motivazioni e i limiti. -/- Questa via, una via più (...) "storica" che "filosofica", che evita sia gli approcci di tipo formale che le ricostruzioni di fantasia, permette una comprensione più matura del corpo delle varie discipline, consentendo di recepirle in modo non assiomatico, e nella complessità di una costruzione che non si esaurisce nel presente. (shrink)

A number of companies allocate ownership rights to stakeholders different from shareholders, despite the fact that the law attributes these rights to the equity holders. This article contributes to an understanding of this evidence by developing a contingency model for the allocation of ownership rights. The model sheds light on why companies, despite pressures from the law, vary in their allocation of ownership rights. The model is based on the assumption that corporations increase their chance to survive and prosper if (...) the stakeholders supplying “critical contributions” receive the ownership rights. According to the model, “critical” contributions involve (1) contractual problems due to specific investments, long-term relationships, and low measurability; (2) the assumption of the uncertainty resting on the company; and (3) the supply of scarce and valuable resources. The model is dynamic because it also provides a basis for understanding why the allocation of ownership rights changes with time. Finally, the article presents the strategies companies can use to realize an efficient distribution of ownership rights among their stakeholders. (shrink)

In this paper, I try to expatiate on the poetic function of language on the basis of considerations by Jakobson and Waugh. I try to bring in the consideration that pragmatics plays an important role in elucidating the poetic function of language. Contextualism allows us to interpret a poem: referents must be fixed or need not be fixed due to the requirements of the discourse; citations are brought in through pragmatic ways; polyphony is achieved by taking into account the context (...) of previous analyses of a poetic text; the vicinity of a certain word, or concept or line is likely to affect the interpretation of a certain expression; the poetic text can take different forms, from graffiti to discourse at the market place, to discourse between lovers. All these forms of poetic text would not exist if the notion of poetry did not include the idea of semantic/pragmatic compression which is matched, in interpretation, by expansions. (shrink)

An influential theory has it that metaphysical indeterminacy occurs just when reality can be made completely precise in multiple ways. That characterization is formulated by employing the modal apparatus of ersatz possible worlds. As quantum physics taught us, reality cannot be made completely precise. I meet the challenge by providing an alternative theory which preserves the use of ersatz worlds but rejects the precisificational view of metaphysical indeterminacy. The upshot of the proposed theory is that it is metaphysically indeterminate whether (...) p just in case it is neither true nor false that p, and no terms in ‘p’ are semantically defective. In other words, metaphysical indeterminacy arises when the world cannot be adequately described by a complete set of sentences defined in a semantically nondefective language. Moreover, the present theory provides a reductive analysis of metaphysical indeterminacy, unlike its influential predecessor. Finally, I argue that any adequate logic of a language with an indeterminate subject matter is neither compositional nor bivalent. (shrink)

The role of personal background knowledge—in particular knowledge about the context of production of an artwork—has been only marginally taken into account in cognitive approaches to art. Addressing this issue is crucial to enhancing these approaches’ explanatory power and framing their collaboration with the humanities (Bullot and Reber 2012). This paper sketches a model of the experience of artworks based on the mechanisms of intention attribution, and shows how this model makes it possible to address the issue of personal background (...) knowledge empirically. I claim that the role of intention attribution in art experience has been incorrectly accounted in the literature because of an overly narrow definition of “intention.” I suggest that the observer can recover not only the artist’s abstract projects, but any kind of mental states that have played a causal role during the production of the work. In addition, I suggest that this recovery occurs in large part unconsciously and/or implicitly. I provide support for these claims by distinguishing three families of psychological mechanisms of intention attribution that are activated by artworks: one involved in the cognition of artifacts, one devoted to communication, and one involved in action perception. (shrink)

This article addresses the issue of how to develop a theory of interpretation of social action that takes into consideration culture-specific claims about intentions while simultaneously allowing for a pan-human, universal dimension of intentionality. It is argued that to achieve such a goal, it is necessary to agree on a basic definition of intentionality and on the conditions that allow for its investigation. After briefly discussing the limitations of applying an ‘narrow’ notion of intention to the analysis of other languages (...) and cultures, a more general and basic analytic notion of intentionality is proposed, that is, as aboutness. By applying this more general notion of intentionality, we can then examine both the content of intentional acts and the conditions that allow for their study across cultural contexts through ‘bracketing’. This is made possible by the social ontology of intentions, which is what enables the analysis of human conduct and its interpretation. Our methods and hypotheses must be evaluated over and against such an existential premise. (shrink)

The way we represent the world in thought and language is shot through with indeterminacy: we speak of red apples and yellow apples without thereby committing to any sharp cutoff between the application of the predicate ‘red’ and of the predicate ‘yellow’. But can reality itself be indeterminate? In other words, can indeterminacy originate in the mind-independent world, and not only in our representations? If so, can the phenomenon also arise at the microscopic scale of fundamental physics? Section 1 of (...) this Element provides a brief overview of the question of indeterminacy. Section 2 discusses the thesis that the world is comprised of indeterminate objects, whereas Section 3 focuses on the thesis that there are indeterminate states of affairs. Finally, Section 4 is devoted to the case study of indeterminacy in quantum physics. (shrink)

John Searle’s account of collective intentions in action appears to have all the theoretical pros of the non-reductivist view on collective intentionality without the metaphysical cons of committing to the existence of group minds. According to Searle, when we collectively intend to do something together, we intend to cooperate in order to reach a collective goal. Intentions in the first-person plural form therefore have a particular psychological form or mode, for the we-intender conceives of his or her intended actions as (...) singular contributions by means of which – or: by way of which – a collective goal is pursued. Accordingly, we-intentions are held to have a psychological mode with a “collective goal by means of singular contribution” structure, which makes them primitive and irreducible to intentions in the I-form. It is further contended that, albeit primitive and irreducible, we-intentions are not the mental states of an alleged group mind but always of an individual’s mind. This paper targets Searle’s claim of irreducibility by developing an argument whose aim is to show that, pace Searle, it is possible to track the idea of intentions with a psychological mode structured in terms of “collective goal by means of singular contribution” back to the concept of intentions in the I-form. The argument mainly relies on the idea that Searle’s technical expressions “being a collective goal by means of singular contribution intention in action” or “being a collective goal by way of singular contribution intention in action” are susceptible to conceptual analysis. The upshot of this analysis is that we-intentions can be reduced to complex bundles of mental states, all of which come in the first-person singular form. If this argument is sound, Searlean we-intentions do not belong to a primitive kind of mental states. (shrink)

Este artículo presenta un enfoque del problema de la relación entre abducción y percepción en la filosofía de C. S. Peirce, tratando de mostrar la percepción y la abducción, o hipótesis, como procesos creativos capaces de introducir una novedad en el conocimiento. En primer lugar se muestra cómo cada conocimiento, incluso el lógico, está fundamentado en la experiencia de la percepción, y cómo esta presupone una continuidad cosmológica entre la mente y el mundo para poder funcionar. Sucesivamente se pone en (...) evidencia cómo la hipótesis no es nada más que aquel procedimiento que reconoce, como un relámpago, esta continuidad cosmológica de experiencia entre la mente y el mundo. Finalmente, la abducción se configura como un razonamiento que, libremente, obstruye y modifica el flujo continuo de. (shrink)