What is the philosophical significance of attention? The present article provides an overview of recent debates surrounding the connections between attention and other topics of philosophical interest. In particular, it discusses the interplay between attention and consciousness, attention and agency, and attention and reference. The article outlines the questions and contemporary positions concerning how attention shapes the phenomenal character of experience, whether it is necessary or sufficient for consciousness, and whether it plays a special role in the (...) best philosophical theories of action or conceptual reference. Various interdependencies between the answers to these questions are indicated, as well as how these answers might depend on the metaphysics of attention. Together with its companion piece this article serves as an introduction to the philosophy of attention. (shrink)

Inspired by Castañeda, Perry and Lewis argued that, among singular thoughts in general, thoughts about oneself ‘as oneself’ – first-personal thoughts, which Lewis aptly called de se – call for special treatment: we need to abandon one of two traditional assumptions on the contents needed to provide rationalizing explanations, their shareability or their absoluteness. Their arguments have been very influential; one might take them as establishing a new ‘effect’ – new philosophical evidence in need of being accounted for. This (...) is questioned by the skeptical arguments in recent work by Cappelen & Dever and Magidor, along lines that a few discrepant voices had already announced earlier. Skeptics content that the evidence does not really call for revising traditional theories of content. I will discuss their challenges – first and foremost, concerning action explanations – aiming to make the case that the ‘De Se effect’ is no illusion: de se attitudes require us to revise one of the two tenets of traditional views. (shrink)

The philosophical significance of Dmitri Mendeleev’s successful predictions of the properties of gallium and scandium vis a vis the acceptance of the Periodic Table 1874–1886 has been debated recently. This author presents evidence that De Boisbaudran and Cleve both respectively predicted the possible existence of gallium and scandium, but on the basis of the old TRIAD methodology. This suggests that these successful Mendeleev predictions were therefore not independent corroboration of the concept of the Periodic System. Instead the significantly (...) independent predictive successes for Mendeleev’s system were the determination of the atomic weight of the known element uranium as 240 instead of the previously accepted 120 in 1874 and the isolation of germanium by Winkler in 1886. (shrink)

The Philosophical Significance of Immortality in Thomas Aquinas is a comprehensive study of the theme of immortality in Thomas Aquinas.

This edited collection provides the first comprehensive volume on A. J. Ayer’s 1936 masterpiece, Language, Truth and Logic. With eleven original chapters the volume reconsiders the historical and philosophical significance of Ayer’s work, examining its place in the history of analytic philosophy and its subsequent legacy. Making use of pioneering research in logical empiricism, the contributors explore a wide variety of topics, from ethics, values and religion, to truth, epistemology and philosophy of language. Among the questions discussed are: (...) How did Ayer preserve or distort the views and conceptions of logical empiricists? How are Ayer's arguments different from the ones he aimed at reconstructing? And which aspects of the book were responsible for its immense impact? The volume expertly places Language, Truth and Logic in the intellectual and socio-cultural history of twentieth-century philosophical thought, providing both introductory and contextual chapters, as well as specific explorations of a variety of topics covering the main themes of the book. Providing important insights of both historical and contemporary significance, this collection is an essential resource for scholars interested in the legacy of the Vienna Circle and its effect on ethics and philosophy of mind. (shrink)

Donald Davidson has emphasized the importance of what he calls “triangulation” for clarifying the conditions that make thought possible. Various critics have questioned whether this triangular causal interaction between two individuals and a shared environment can provide necessary conditions for the emergence of thought. I argue that these critical responses all suffer from a lack of appreciation for the way triangulation is responsive to the philosophical commitments of Davidson's naturalism. This reply to Davidson's critics helps clarify several metaphilosophical issues (...) concerning the overall significance of this use of triangulation. I illustrate how the network of commitments that make up Davidson's conception of non‐reductive naturalism inform the respective problems and issues that triangulation is introduced to address. This then serves as an example of the way metaphilosophical considerations are useful in clarifying the status of a respective philosophical position and for understanding the philosophical debates surrounding it. (shrink)

Simon Critchley; XI*—The Philosophical Significance of a Poem (On Wallace Stevens), Proceedings of the Aristotelian Society, Volume 96, Issue 1, 1 June 1996, Pa.

The Representational Theory of Measurement (RTM), especially the canonical three volume Foundations of Measurement by Krantz et al., is a landmark accomplishment in our understanding of measurement. Despite this, it has been far from easy to pinpoint what exactly we can learn about measurement from RTM, and who the target audience for RTM’s formal results should be. In what sense does RTM provide foundations of measurement, and what is the philosophical significance of such foundations? I argue that RTM (...) provides semantic foundations of measurement, and that their philosophical significance lies in a shift towards structural representation. (shrink)

ANYONE WHO DECIDES TO VENTURE FORTH AN ARGUMENT for the philosophical importance of hope owes a debt to Ernst Bloch. His seminal The Principle of Hope is a remarkable attempt to situate the theme of hope at the very center of the philosophical enterprise. Yet, The Principle of Hope is cited here only in order to mark the distance that separates the inquiry presented below from the strategy and, to some extent, the purpose of Bloch’s work. A basic (...) conviction of Bloch’s, however, will be affirmed here: the belief that hope represents a store of raw resources both for philosophical reflection and, above all, for life itself. For Bloch, these resources were ultimately political; their discovery makes possible for humans an experience of the primordial emergence of the future, that germinating presence of concrete possibility in subjective life that takes the form of what Bloch called the “not-yet-conscious.” Bloch’s purpose was to argue that political action can find a renewed inspiration and force in such subjective resources, and that the role of philosophy was to facilitate the assimilation of these subjective resources for the purpose of a renewal of the Western world in the aftermath of the catastrophes of the first half of the twentieth century. In what follows, however, the question of the resources of hope—their value, accessibility, and applicability—will be approached from a particular perspective, one in which the question of the political significance of hope will be left open, at least for the purposes of this study. Instead, the purpose will be to highlight the outlines of what I take to be its specifically philosophical significance, which can be brought to bear and established before the complicated tasks of a philosophically inspired politics are shouldered. Even so, again in homage to Bloch, that such tasks can and must be shouldered is not something that I wish to call into question. (shrink)

Tennenbaum's Theorem yields an elegant characterisation of the standard model of arithmetic. Several authors have recently claimed that this result has important philosophical consequences: in particular, it offers us a way of responding to model-theoretic worries about how we manage to grasp the standard model. We disagree. If there ever was such a problem about how we come to grasp the standard model, then Tennenbaum's Theorem does not help. We show this by examining a parallel argument, from a simpler (...) model-theoretic result. (shrink)

Some remarks on the significance of Feyerabend's views on meaning and method.

In trying to estimate the work of a particular philosopher it seems natural enough to begin with a description of the history and circumstances of the man himself. And yet it is almost invariably the case that most, if not all, of these biographical items are gradually lost sight of as the main business of interpreting and criticizing advances. We include our knowledge of the man in an introductory chapter, and rarely, if ever, refer to it. As a result, the (...) philosopher and his work seem to be things apart. The work becomes a contribution to philosophy, distinguished, in a personal sense, from other contributions by little more than the convenient symbol of its author's name. (shrink)

Wittgenstein’s experiments on rhythm, conducted in Charles Myers’s laboratory in Cambridge during the years 1912–13, are his earliest recorded engagement in thinking about music, not just appreciating it, and philosophizing by means of musical thinking. In this essay, I set these experiments within their appropriate intellectual, scientific, and philosophical context in order to show that, its minor scientific importance notwithstanding, this onetime excursion into empirical research provided an early onset for Wittgenstein’s career-long exploration of the philosophically pervasive implications of (...) aspects. Dramatically moving beyond the conceptual limitations, which were inscribed by Charles Myers’s scientific program, Wittgenstein got a glimpse of a philosophical angle, which was bound to become very important to him not only in aesthetics, but also for his overarching philosophical development. He became interested in what we actually do when we re-phrase, compare, come up with good similes in order to illuminate something definite within the space of possibility, so a new aspect may come to life. (shrink)

We have seen that despite Feferman's results Gödel's second theorem vitiates the use of Hilbert-type epistemological programs and consistency proofs as a response to mathematical skepticism. Thus consistency proofs fail to have the philosophical significance often attributed to them.This does not mean that consistency proofs are of no interest to philosophers. We know that a ‘non-pathological’ consistency proof for a system S will use methods which are not available in S. When S is as strong a system as (...) we are willing to entertain seriously then a consistency proof for it will yield no epistemological gain. But in other cases philosophers might argue that the proof uses methods which are merely different rather than stronger than those available in the system in question. This claim has been made, for example, in the case of the constructive consistency proofs for elementary number theory. Similar philosophical investigations can be made on relative consistency proofs, since these differ from each other in the principles they employ. For example, most relative consistency proofs can be carried out within elementary number theory, but without using the theory of real numbers, no one has been able to prove the consistency of Quine's ML relative to that of his NF.What about the consistency of all mathematics or of some strong system for set theory? How do we answer the skeptic? Since here a convincing proof is not possible, we have established that the skeptic demands too much. We cannot be certain that our axioms are free from contradiction and must treat them as hypotheses which may be abandoned or modified in the face of further mathematical experience. This attitude is taken by many foundational workers who also go on to voice opinions about thelikelihood that various systems are consistent. Since these opinions are variously supported by appeals to the clarity of the mathematical concept formalized, the existence or non-existence of ‘weird’ models for the system and actual empirical experience with the system, this is surely a fruitful area for philosophical research. (shrink)

Charles Stein discovered a paradox in 1955 that many statisticians think is of fundamental importance. Here we explore its philosophical implications. We outline the nature of Stein’s result and of subsequent work on shrinkage estimators; then we describe how these results are related to Bayesianism and to model selection criteria like AIC. We also discuss their bearing on scientific realism and instrumentalism. We argue that results concerning shrinkage estimators underwrite a surprising form of holistic pragmatism.

In my response-paper, I dispute the claim of Firestone and Jacobs that “Kant’s turn to transcendental analysis of the moral disposition via pure cognition is perhaps the most important new element of his philosophy of religion” (In Defense of Kant’s Religion, 233). In particular, I reject the role given—in the latter—to “pure cognition.” Instead I propose a Kantian variation on cognition which remains consistent with Kant’s moral postulate for the existence of God. I urge that we treat this postulate as (...) regulative. So, in place of pure cognition, “belief in” God grounds our hope for perfect goodness. (shrink)

Experimental philosophy has emerged as a very specific kind of response to an equally specific way of thinking about philosophy, one typically associated with philosophical analysis and according to which philosophical claims are measured, at least in part, by our intuitions. Since experimental philosophy has emerged as a response to this way of thinking about philosophy, its philosophical significance depends, in no small part, on how significant the practice of appealing to intuitions is to philosophy. In (...) this paper, I defend the significance of experimental philosophy by defending the significance of intuitions—in particular, by defending their significance from a recent challenge advanced by Timothy Williamson. (shrink)

Sanford C. Goldberg presents a novel account of the speech act of assertion. He argues that this type of speech act is answerable to an epistemic, context-sensitive norm. On this basis he shows the philosophical importance of assertion for key debates in philosophy of language and mind, epistemology, and ethics.

This thesis considers the philosophical rationale behind Nietzsche's use of a fictional mode of writing in Thus Spoke Zarathustra. I argue that the worldview involved in Nietzsche's "tragic philosophy," presented as an alternative to the Platonic-Christian worldview of Nietzsche's culture, is premised on the understanding of human individual existence that he associates with Greek tragedy. I argue that because Nietzsche attempts to transform the self-understanding of his readers, he rejects the univocal mode of philosophical discourse which is used (...) to express universally valid truths. Instead, Nietzsche models his presentation on the Greek tragedy, through which, he believes, the spectator achieves a transformed orientation toward earthly, individuated existence through identifying with the tragic hero. I conclude that a consequence of Nietzsche's attempt to make Zarathustra a similar tragic hero is that Nietzsche can communicate his tragic philosophy only to readers who are receptive; and that, as a result, the question of whether or not he is understood becomes a significant problem for Nietzsche in his later works. (shrink)

Cox’s theorem states that, under certain assumptions, any measure of belief is isomorphic to a probability measure. This theorem, although intended as a justification of the subjectivist interpretation of probability theory, is sometimes presented as an argument for more controversial theses. Of particular interest is the thesis that the only coherent means of representing uncertainty is via the probability calculus. In this paper I examine the logical assumptions of Cox’s theorem and I show how these impinge on the philosophical (...) conclusions thought to be supported by the theorem. I show that the more controversial thesis is not supported by Cox’s theorem. (shrink)

The philosophical significance attached to the construction of systems of units has traditionally been confined to the notion of convention, while their adoption was considered to be the exclusive province of the history and sociology of science. Against this tradition, a close articulation between history, philosophy, and sociology of science is needed in order to analyse the recent reform of the International system of units. In the new SI, units are redefined on the basis of certain fundamental constants (...) of nature, established by physical theories, whose values are fixed without uncertainty. The purpose of this article is to show that the redefinition of SI units, far from being a convention, involves a holistic reconstruction of our concepts of quantities from accepted theoretical laws. Fixing the values of the defining constants stabilizes these laws within the framework of physics through a twofold adjustment procedure that ensures both a semantic coordination between theory and world and an intersubjective coordination between human agents required by social activities. This double adjustment implies a treatment of uncertainties that results in closely entwining the pursuit of truth as correspondence and truth as coherence which turn out to be complementary, thus highlighting the anthropological underpinnings of scientific realism. (shrink)

One of the important ways for us to raise our level of philosophical research is to study and summarize the history of natural science. Lenin pointed out that the whole history of thought, including the history of each branch of natural science, is "a realm of knowledge which should establish cognitive theory and dialectics." In indicating philosophical research tasks, Lenin further wrote: "If we want to carry on the enterprises of Hegel and Marx, we should dialectically study the (...) history of man's thought, science, and technology.". (shrink)

With the enactment of the Wildemess Act, wildemess solitude has become a major issue in the assessment and designation of wildemess areas. Interpreting this solitude criterion to mean loneliness, federal agencies have judged wildlands according to their “isolation potential.” This perspective is highly inaccurate given the etymological derivation of solitude-“soul-mood.” Wildemess solitude is in fact a communion with wild nature. Philosophically it reflects a wildemess episteme and land aesthetic grounded in organicism. The natural aesthetic categories of Sole-the rare or unique (...) -and the Sublime properly reflect the intent of wildemess solitude in cognitive experience. The result of this experience is an “at-one-ment” with wild nature affirming religious rapture and ecological egalitarianism. Consequently, federal agencies ought to employ wildemess review criteria grounded in natural aesthetic theory. (shrink)

With the enactment of the Wildemess Act, wildemess solitude has become a major issue in the assessment and designation of wildemess areas. Interpreting this solitude criterion to mean loneliness, federal agencies have judged wildlands according to their “isolation potential.” This perspective is highly inaccurate given the etymological derivation of solitude-“soul-mood.” Wildemess solitude is in fact a communion with wild nature. Philosophically it reflects a wildemess episteme and land aesthetic grounded in organicism. The natural aesthetic categories of Sole-the rare or unique (...) -and the Sublime properly reflect the intent of wildemess solitude in cognitive experience. The result of this experience is an “at-one-ment” with wild nature affirming religious rapture and ecological egalitarianism. Consequently, federal agencies ought to employ wildemess review criteria grounded in natural aesthetic theory. (shrink)

Foundational projects disagree on whether pure and applied mathematics should be explained together. Proponents of unified accounts like neologicists defend Frege’s Constraint (FC), a principle demanding that an explanation of applicability be provided by mathematical definitions. I reconsider the philosophical import of FC, arguing that usual conceptions are biased by ontological assumptions. I explore more reasonable weaker variants — Moderate and Modest FC — arguing against common opinion that ante rem structuralism (and other) views can meet them. I dispel (...) doubts that such constraints are ‘toothless’, showing they both assuage Frege’s original concerns and accommodate neo-logicist intents by dismissing ‘arrogant’ definitions. (shrink)

In my response-paper, I dispute the claim of Firestone and Jacobs that “Kant’s turn to transcendental analysis of the moral disposition via pure cognition is perhaps the most important new element of his philosophy of religion” (In Defense of Kant’s Religion, 233). In particular, I reject the role given—in the latter—to “pure cognition.” Instead I propose a Kantian variation on cognition which remains consistent with Kant’s moral postulate for the existence of God. I urge that we treat this postulate as (...) regulative. So, in place of pure cognition, “belief in” God grounds our hope for perfect goodness. (shrink)

As early as 1981, about 1 year before Shechtman’s discovery of an actual quasicrystal, Alan L. Mackay discussed, in a seminal paper, the first steps for the expansion of crystallography toward its modern phase. In this phase, new possibilities of structures and order, such as the structures of five-fold symmetry, for crystals have been discovered. Medieval Islamic decorators as well as Albrecht Dürer, Johannes Kepler, Roger Penrose, Mackay himself, and other pioneer crystallographers raised important contributions to the theoretical discovery of (...) crystalline possibilities long before or independently of the discovery of their actual existence. In this paper, I discuss further the philosophical significance of Mackay’s theoretical discovery and his contribution to the expansion of pure geometrical crystallography, biological crystallography, and generalized crystallography. (shrink)

As early as 1981, about 1 year before Shechtman’s discovery of an actual quasicrystal, Alan L. Mackay discussed, in a seminal paper, the first steps for the expansion of crystallography toward its modern phase. In this phase, new possibilities of structures and order, such as the structures of five-fold symmetry, for crystals have been discovered. Medieval Islamic decorators as well as Albrecht Dürer, Johannes Kepler, Roger Penrose, Mackay himself, and other pioneer crystallographers raised important contributions to the theoretical discovery of (...) crystalline possibilities long before or independently of the discovery of their actual existence. In this paper, I discuss further the philosophical significance of Mackay’s theoretical discovery and his contribution to the expansion of pure geometrical crystallography, biological crystallography, and generalized crystallography. (shrink)