The best known and most widely discussed aspect of Kurt Gödel's philosophy of mathematics is undoubtedly his robust realism or platonism about mathematical objects and mathematical knowledge. This has scandalized many philosophers but probably has done so less in recent years than earlier. Bertrand Russell's report in his autobiography of one or more encounters with Gödel is well known:Gödel turned out to be an unadulterated Platonist, and apparently believed that an eternal “not” was laid up in heaven, where virtuous (...) logicians might hope to meet it hereafter.On this Gödel commented:Concerning my “unadulterated” Platonism, it is no more unadulterated than Russell's own in 1921 when in the Introduction to Mathematical Philosophy … he said, “Logic is concerned with the real world just as truly as zoology, though with its more abstract and general features.” At that time evidently Russell had met the “not” even in this world, but later on under the infuence of Wittgenstein he chose to overlook it.One of the tasks I shall undertake here is to say something about what Gödel's platonism is and why he held it.A feature of Gödel's view is the manner in which he connects it with a strong conception of mathematical intuition, strong in the sense that it appears to be a basic epistemological factor in knowledge of highly abstract mathematics, in particular higher set theory. Other defenders of intuition in the foundations of mathematics, such as Brouwer and the traditional intuitionists, have a much more modest conception of what mathematical intuition will accomplish. (shrink)

In these selected essays, Charles Parsons surveys the contributions of philosophers and mathematicians who shaped the philosophy of mathematics over the past century: Brouwer, Hilbert, Bernays, Weyl, Gödel, Russell, Quine, Putnam, Wang, and Tait.

Setting out to understand “indexicality” and its significance in Ethnomethodology, it is first necessary to trace the history of the ideas of Harold Garfinkel. From his early commitment to find “order” in his Harvard dissertation, Garfinkel finds himself in California defending Parsons’ Structural Functionalism while confronting Goffman and Symbolic Interactionism, based in Simmelian, Schützian Sociology. From the audience of students shared with Goffman, Garfinkel puts aside the “situation” of Symbolic Interaction in favour of a process, “Indexicality”, abandoning theorising in (...) favour of ethnomethodology as the means to understand “order*”. This paper, then, demonstrates how indexicality works and proposes completing the tasks that Garfinkel set out in the Studies to disclose the taken-for-granted, the left out, bounded by caveats like No-Time-Out and For-all-practical purposes. (shrink)

According to Quine, Charles Parsons, Mark Steiner, and others, Russell’s logicist project is important because, if successful, it would show that mathematical theorems possess desirable epistemic properties often attributed to logical theorems, such as aprioricity, necessity, and certainty. Unfortunately, Russell never attributed such importance to logicism, and such a thesis contradicts Russell’s explicitly stated views on the relationship between logic and mathematics. This raises the question: what did Russell understand to be the philosophical importance of (...) logicism? Building on recent work by Andrew Irvine and Martin Godwyn, I argue that Russell thought a systematic reduction of mathematics increases the certainty of known mathematical theorems (even basic arithmetical facts) by showing mathematical knowledge to be coherently organized. The paper outlines Russell’s theory of coherence, and discusses its relevance to logicism and the certainty attributed to mathematics. (shrink)

This paper sets out a predicative response to the Russell-Myhill paradox of propositions within the framework of Church’s intensional logic. A predicative response places restrictions on the full comprehension schema, which asserts that every formula determines a higher-order entity. In addition to motivating the restriction on the comprehension schema from intuitions about the stability of reference, this paper contains a consistency proof for the predicative response to the Russell-Myhill paradox. The models used to establish this consistency also model (...) other axioms of Church’s intensional logic that have been criticized by Parsons and Klement: this, it turns out, is due to resources which also permit an interpretation of a fragment of Gallin’s intensional logic. Finally, the relation between the predicative response to the Russell-Myhill paradox of propositions and the Russell paradox of sets is discussed, and it is shown that the predicative conception of set induced by this predicative intensional logic allows one to respond to the Wehmeier problem of many non-extensions. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:September 25, 2010 (2:45 pm) C:\Users\Milt\Desktop\backup copy of Ken's G\WPData\TYPE3001\russell 30,1 032 red corrected.wpd russell: the Journal of Bertrand Russell Studies n.s. 30 (summer 2010): 69–94 The Bertrand Russell Research Centre, McMaster U. issn 0036-01631; online 1913-8032 eviews RUSSELL VS.z MEINONG, 100 YEARS LATER Michael Scanlan South StraTord, vt 05070, usa [email protected] Nicholas GriUn and Dale Jacquette, eds. Russell vs. Meinong: the Legacy (...) of “On Denoting”. London and New York: Routledge, 2009. Pp. xiii, 384. isbn: 978-0-415-96364-0 (hb); 978-0-203-88802-5 (e-bk). £70.00; us$103.00. The background for the conference in 2005 at McMaster University from which these papers come is a 50-year period in anglophone philosophy during which Russell was portrayed as having put to rest the urge, exempliWed by Meinong, to have an intentional object for every thought. Beginning roughly in the 1970s, analytic philosophers began publishing work more sympathetic to both the speciWcs of Meinong and his general concerns. Some landmark publications in this vein are Terence Parsons, Nonexistent Objects (1980), and Richard Routley, Exploring Meinong’s Jungle and Beyond (1980). The development of more sophisticated accounts of Meinong, along with developments in Russell studies, has resulted in a more nuanced presentation of Meinong’s thought in recent literature, including this volume. There is one article in this collection which is explicitly devoted to comparing the views of the historical Russell and Meinong. This is “Psychological Content and Indeterminacy with Respect to Being” by J. C. Marek. The title indicates the two topics examined. Meinong was in the tradition of Brentano in seeing a mental state of presentation (Vorstellungz) as combining a mental act and a mental content. A presentation may or may not also have a presented object. Russell, famously, thought of the state corresponding to Meinong’s presentations as a relation called “direct acquaintance” that comes to exist, or ceases to exist, between a mind and objects. There is no place here for non-existent objects. There is very little to say about Russell’s theory of direct acquaintance and most of that is familiar to English-speaking readers, so Marek rightly devotes himself to expounding Meinong’s views on presentational content. The problem here is whether such content exists. Meinong averred he could introspect such content, and Russell averred that he could not. Beyond such fruitless personal testimony, Meinong oTered arguments for the explanatory value of presentational content. September 25, 2010 (2:45 pm) C:\Users\Milt\Desktop\backup copy of Ken's G\WPData\TYPE3001\russell 30,1 032 red corrected.wpd 70 Reviews One is as an explanation of how we could have presentations (thoughts ofy) nonexistent objects, e.g. the $1,000 in my pocket. Of course, Russell treats this with his theory of descriptions. Another such argument for mental content by Meinong is that it is needed to account for the diTerence in mental state when presented with diTerent objects. Russell says that when the mind is in relation to the distinct objects the distinctness of the objects guarantees two distinct relations of acquaintance. This leaves unclear what the mental diTerence is between seeing a red patch and seeing a blue patch. The separate discussion ofthe Meinong/Mally “indiTerence” of the “pure object ” or object itself as to whether it exists or not is a topic that is canvassed more in the anglophone literature. In Meinong’s 1904 formulation “the present king of France” doesn’t now exist, but if the French have a revolution then a “present ” king of France might exist in 2011. In either case there is an object of thought/reference, and it has (indiTerently) the character (Soseinz) of being king of France. Marek’s exposition in this area focuses on the various technical devices Meinong introduced in 1915 to mitigate the problems caused by allowing for the being of “impossible” objects such as the round square. In “Meditations on Meinong’s Golden Mountain”, Dale Jacquette oTers the traditional dramatic classroom story about Russell and OD. On this account, prior to 1905 Russell is a committed Meinongian who... (shrink)

Il est rare, en philosophie, qu'on rencontre un problème ayant reçu une solution définitive. Dans le cadre de la philosophie contemporaine du langage, cependant, la critique de Russell à Meinong fait souvent figure d'exception à la règle - ce que l'on ne peut, eu égard à certains aspects de la philosophie de Meinong, que déplorer. Selon l'interprétation courante, la théorie des descriptions définies de Russell - que Ramsey qualifia de “paradigme de philosophie” - aurait mis hors jeu une (...) fois pour toutes la doctrine ontologique de Meinong, caractérisée par des thèses d’apparence paradoxale telles que : “il y a des choses telles qu’il n’y a pas de telles choses”, “l’objet est au-delà de l’être et du non-être”, “l’être-ainsi [le fait d’avoir des propriétés] précède l’existence (Dasein)”. Récemment pourtant, on a tenté, de toutes parts, de faire revivre la doctrine meinongienne. Je pense ici aux diverses propositions, toutes d’inspiration meinongienne, avancées par Castañeda 1989, Parsons 1980, Rapaport 1978, Routley 1980 et Zalta 1983. Mais bien que toutes ces propositions aient développé certaines intuitions meinongiennes de manière certainement plus raffinée d’un point de vue formel que Meinong lui-même, elles ont été perçues comme de purs modèles théoriques sans aucun doute intéressants, mais incapables en tant que tels de déplacer les termes de la question, comme Russell l’avait fait à l’égard de Meinong. Ainsi naît l’exigence de repenser le thème complet et d’évaluer dans quelle mesure la critique de Russell pose vraiment de sérieuses difficultés aux thèses meinongiennes. Nous verrons ainsi ce qu’il faut, dans ces dernières, considérer comme mort, et ce qui, au contraire, jouit toujours d'une validité objective. Si ce qui suit est plausible, nous découvrirons que ces thèses résistent pour la plupart aux critiques de Russell, à condition qu’on les considère de façon adéquate. (shrink)

Russell's criticisms force Meinong to adopt a distinction between two types of negation. Logical expositions of Meinong's theory show the distinction is easily drawn in formal terms, but that alone does not justify the distinction intuitively.I criticise Routley'streatment of the distinction and argue that only Terence Parsons'theory retains and preserves the tight network of conceptual connections between the notions of negation, contradiction and impossibility. Hence, Parsons' approach best expresses the Meinongian perspective.

Natural languages differ from most formal languages in having a partial, rather than a total, semantic interpretation function; e.g., some noun phrases don't refer. The usual semantics for handling such noun phrases (e.g., Russell, Quine) require syntactic reform. The alternative presented here is semantic expansion, viz., enlarging the range of the interpretaion function to make it total. A specific ontology based on Meinong's Theory of Objects, which can serve as domain on interpretation, is suggested, and related to the work (...) of Castaneda, Frege, Katz and Fodor, Parsons, and Scott. (shrink)

Natural languages differ from most formal languages in having a partial, rather than a total, semantic interpretation function; e.g., some noun phrases don't refer. The usual semantics for handling such noun phrases (e.g., Russell, Quine) require syntactic reform. The alternative presented here is semantic expansion, viz., enlarging the range of the interpretaion function to make it total. A specific ontology based on Meinong's Theory of Objects, which can serve as domain on interpretation, is suggested, and related to the work (...) of Castaneda, Frege, Katz and Fodor, Parsons, and Scott. (shrink)

Quantification is haunted by the specter of paradoxes. Since Russell, it has been a persistent idea that the paradoxes show what might have appeared to be absolutely unrestricted quantification to be somehow restricted. In the contemporary literature, this theme is taken up by Dummett (1973, 1993) and Parsons (1974a,b). Parsons, in particular, argues that both the Liar and Russell’s paradoxes are to be resolved by construing apparently absolutely unrestricted quantifiers as appropriately restricted.

This essay re-examines Meinong's "Über Gegenstandstheorie" and undertakes a clarification and revision of it that is faithful to Meinong, overcomes the various objections to his theory, and is capable of offering solutions to various problems in philosophy of mind and philosophy of language. I then turn to a discussion of a historically and technically interesting Russell-style paradox (now known as "Clark's Paradox") that arises in the modified theory. I also examine the alternative Meinong-inspired theories of Hector-Neri Castañeda and Terence (...) Parsons. (shrink)

Inspired by Cantor's Theorem (CT), orthodoxy takes infinities to come in different sizes. The orthodox view has had enormous influence in mathematics, philosophy, and science. We will defend the contrary view---Countablism---according to which, necessarily, every infinite collection (set or plurality) is countable. We first argue that the potentialist or modal strategy for treating Russell's Paradox, first proposed by Parsons (2000) and developed by Linnebo (2010, 2013) and Linnebo and Shapiro (2019), should also be applied to CT, in a (...) way that vindicates Countabilism. Our discussion dovetails with recent independently developed treatments of CT in Meadows (2015), Pruss (2020), and Scambler (2021), aimed at establishing the mathematical viability, and therefore epistemic possibility, of Countabilism. Unlike these authors, our goal isn't to vindicate the mathematical underpinnings of Countabilism. Rather, we aim to argue that, given that Countabilism is mathematically viable, Countabilism should moreover be regarded as true. After clarifying the modal content of Countabilism, we canvas some of Countabilism's many positive implications, including that Countabilism provides the best account of the pervasive independence phenomena in set theory, and that Countabilism has the power to defuse several persistent puzzles and paradoxes found in physics and metaphysics. We conclude that in light of its theoretical and explanatory advantages, Countabilism is more likely true than not. (shrink)

Mathematical fictionalism (or as I'll call it, fictionalism) is best thought of as a reaction to mathematical platonism. Platonism is the view that (a) there exist abstract mathematical objects (i.e., nonspatiotemporal mathematical objects), and (b) our mathematical sentences and theories provide true descriptions of such objects. So, for instance, on the platonist view, the sentence ‘3 is prime’ provides a straightforward description of a certain object—namely, the number 3—in much the same way that the sentence ‘Mars is red’ provides a (...) description of Mars. But whereas Mars is a physical object, the number 3 is (according to platonism) an abstract object. And abstract objects, platonists tell us, are wholly nonphysical, nonmental, nonspatial, nontemporal, and noncausal. Thus, on this view, the number 3 exists independently of us and our thinking, but it does not exist in space or time, it is not a physical or mental object, and it does not enter into causal relations with other objects. This view has been endorsed by Plato, Frege (1884, 1893-1903, 1919), Gödel (1964), and in some of their writings, Russell (1912) and Quine (1948, 1951), not to mention numerous more recent philosophers of mathematics, e.g., Putnam (1971), Parsons (1971), Steiner (1975), Resnik (1997), Shapiro (1997), Hale (1987), Wright (1983), Katz (1998), Zalta (1988), and Colyvan (2001). (shrink)

The ancient puzzle of the Liar was shown by Tarski to be a genuine paradox or antinomy. I show, analogously, that certain puzzles of contemporary game theory are genuinely paradoxical, i.e., certain very plausible principles of rationality, which are in fact presupposed by game theorists, are inconsistent as naively formulated. ;I use Godel theory to construct three versions of this new paradox, in which the role of 'true' in the Liar paradox is played, respectively, by 'provable', 'self-evident', and 'justifiable'. I (...) also construct in modal operator logic a paradox involving reflexive empirical reasoning. Unlike the paradox of the Liar, the paradox of reflexive reasoning does not depend on self-reference. ;I consider various solutions to the Liar paradox and evaluate how well these solutions cope with the paradox of reflexive reasoning. I then formalize the solution to the paradoxes which I favor: the indexical-hierarchical approach, first sketched out by Charles Parsons and Tyler Burge. In this solution, occurrences of the predicate 'true' in sentence-tokens are contextually relativized to levels of a hierarchy. Drawing also on some brief remarks of Bertrand Russell and Charles Parsons, I develop an account of the kind of schematic generality needed for this theory to be statable. ;Finally, I demonstrate that the principles shown to be paradoxical are in fact presupposed by contemporary game theorists in their reliance on the notion of common knowledge or, more precisely, mutual belief. I create novel analyses of and corresponding solutions to several recalcitrant puzzles within game theory, including the "chain-store paradox". (shrink)

In his two recent books on ontology, Universals: an Opinionated Introduction, and A World of States of Affairs, David Armstrong gives a new argument against nominalism. That argument seems, on the face of it, to be similar to another argument that he used much earlier against Rylean behaviourism: the Truthmaker Argument, stemming from a certain plausible premise, the Truthmaker Principle. Other authors have traced the history of the truthmaker principle, its appearance in the work of Aristotle [10], Bradley [16], and (...) even Husserl [15]. But that is not my task — in this paper I argue that Armstrong’s new argument is not logically analogous to the old, and, in particular, that it is quite possible to be a thoroughgoing nominalist, and hold a truthmaker principle. (shrink)

In In Contradiction, Graham Priest shows, as clearly as anything like this can be shown, that it is coherent to maintain that some sentences can be both true and false at the same time. As a consequence, some contradictions are true, and an appreciation of this possibility advances our understanding of the nature of logic and language.

ABSTRACT This paper proposes a novel answer to the Special Composition Question. In some respects it agrees with brutalism about composition; in others with universalism. The main novel feature of this answer is the insight I think it gives into what the debate over the Special Composition Question is about.

First published in 2005 by MBI Publishing Company LLC.

Inhaltsverzeichnis/Table of Contents: Rudolf HALLER: Zwei Vorworte in einem. Evelyn DÖLLING: Alexius Meinong: "Der blinde Seher Theiresias". Jaakko HINTIKKA: Meinong in a Long Perspective. Richard SYLVAN: Re-Exploring Item-Theory. Francesca MODENATO: Meinong's Theory of Objects: An Attempt at Overcoming Psychologism. Jan WOLE??N??SKI: Ways of Dealing with Non-existence. Karel LAMBERT: Substitution and the Expansion of the World. Terence PARSONS: Meinongian Semantics Generalized. Reinhardt GROSSMANN: Thoughts, Objectives and States of Affairs. Peter SIMONS: Meinong's Theory of Sense and Reference. Barry SMITH: More Things (...) in Heaven and Earth. Michele LENOCI: Meinongs unvollständige Gegenstände und das Universalienproblem. Maria E. REICHER: Gibt es unvollständige Gegenstände? Dale JACQUETTE: Meinong's Concept of Implexive Being and Nonbeing. Herbert HOCHBERG:s, Functions, Existence and Relations in the Russell-Meinong Dispute, the Bradley Paradox and the Realism-Nominalism Controversy. Jacek PA_NICZEK: Are Contradictions Still Lurking in Meinongian Theories of Objects? Marie-Luise SCHUBERT KALSI: Apriorische Elemente im Denken. Liliana ALBERTAZZI: Forms of Completion. Johann Ch. MAREK: Zwei Gegenstände und ein Inhalt. Zur Intentionalität bei Meinong. Wolfgang KÜNNE: Some Varieties of Thinking. Reflections on Meinong and Fodor. Alberto VOLTOLINI: Is Meaning Without Actually Existing Reference Naturalizable? Markus S. STEPANIANS: Russells Kritik an Meinongs Begriff des Annahmeschlusses. Nenad MIŠ_EVI_: Imagination and Necessity. R.D. ROLLINGER: Meinong on Perception: Two Questions Concerning Propositional Seeing. Wolfgang G. STOCK: Die Genese der Theorie der Vorstellungsproduktion der Grazer Schule. Rudolf HALLER: Über Meinongs Wissenschaftstheorie. Alfred SCHRAMM: Meinongs Wahrscheinlichkeit. Karl SCHUHMANN: Der Wertbegriff beim frühen Meinong. Wilhelm BAUMGARTNER: Wertpräsentation. Ursula ZEGLÉN: Meinong's Analysis of Lying. Seppo SAJAMA: Hitting Reality: France Veber's Concept of Zadevanje. Matja_ POTR_: Sensation According to Meinong and Veber. Róbert SOMOS: Zwei Schüler Brentanos: Ákos von Pauler und Meinong. J.C. NYÍRI: Palágyis Kritik an der Gegenstandstheorie. David M. ARMSTRONG: Reaction to Meinong. (shrink)

This paper consists principally of selections from a much longer work on the semantics of English. It discusses some problems concerning how to represent grammatical modifiers (e.g. slowly in x drives slowly) in a logically perspicuous notation. A proposal of Reichenbach's is given and criticized; then a new theory (apparently discovered independently by myself, Romain Clark, and Richard Montague and Hans Kamp) is given, in which grammatical modifiers are represented by operators added to a first-order predicate calculus. Finally some problems (...) concerning applications of adjectives to that-clauses and gerundive-clauses are discussed. (shrink)

This paper presents an argument that the way we experience time is more consistent with our being instantaneous objects than with our being temporally extended throughout our entire lifetimes. By argument to the best explanation therefore, experiencing subjects persons are stages, rather than worms.

This intuition may be contrasted with the incompatible intuitions that might support, say, average utilitarianism. According to average utilitarianism we should bring about that outcome which has the highest average utility. That someone would have a higher than average level of utility is, therefore, ceteris paribus a reason to act so that that person exists. Because of this, the basic intuition is a reason for rejecting average utilitarianism.

Trust is a natural mechanism by which an autonomous party, an agent, can deal with the inherent uncertainty regarding the behaviours of other parties and the uncertainty in the information it shares with those parties. Trust is thus crucial in any decentralised system. This paper builds on recent efforts to use argumentation to reason about trust. Specifically, a set of schemes is provided, and abstract patterns of reasoning that apply in multiple situations geared towards trust. Schemes are described in which (...) one agent, A, can establish arguments for trusting another agent, B, directly, as well as schemes that A can use to construct arguments for trusting C, where C is trusted by B. For both sets of schemes, a set of critical questions is offered that identify the situations in which these schemes can fail. (shrink)

Methods of representing sentences containing mass terms (e.g. "gold") and amount terms (e.g. "three gallons") within the predicate calculus are given, and the semantics of the resulting sentences is discussed. the appendix sketches a way to systematically translate english sentences into the logical notation, exploiting some results of transformational grammar.

ABSTRACTI offer a simple‐minded analysis of presupposition in which if a sentence has a presupposition, then both that sentence and its negation logically entail the presupposition; and in which sentence with failed presuppositions are neither true nor false. This account naturally generates an analysis of what it takes to disagree and what it takes to be at fault in a disagreement. A simple generalization gives rise to the possibility of disagreements in which no party is at fault, as is required (...) by leading theories on predicates of taste. (shrink)

This book offers a comprehensive primer for the study of intensionality. It explores and assesses those key theories of intensionality which have been developed in the twentieth and early twenty-first centuries. Each of the examined theories is tested as to whether it can account for the problems associated with the intersubstitution salva veritate of co-extensional expressions, and existential generalisation. All of these theories are subsequently compared so as to determine which of them comes closest to successfully solving these problems. The (...) book examines four kinds of intensionalist approaches: the Fregean approach ; the possible-worlds approaches of Carnap, Montague and Cresswell; the theory of properties relations and propositions devised by Bealer; and the Meinongian approaches put forward by Zalta and Priest. The book also proposes an alternative to intensionalism: sententialism. Sententialists argue that the problems of intensionality could be solved by appealing to linguistic items rather than intensional entities. Drawing on the works of Quine, Davidson, Scheffler and R. M. Martin, it explores the viability and value of sententialism as an alternative to intensionalism. (shrink)

In 2006, and again in 2007, I suffered the miscarriages of two wanted and painstakingly planned pregnancies. In the aftermath of each, I found myself unprepared, as do many women who miscarry, for the devastation I would feel. In my attempts to cope, I sought solace in the written testimony of other women who had miscarried, in the medical statistics that reassured me I still had a strong chance of carrying another pregnancy to term, in the experiences of friends and (...) colleagues who had dealt with miscarriage and other reproductive difficulties, and in the expertise of counselors who helped me process my thoughts and feelings. While each of these avenues was helpful in its own right, I still found myself struggling.. (shrink)

This paper is partly inspired by a well-known debate between Ruth Barcan Marcus, Terence Parsons and W. V. 0. Quine in the sixties> concerning the extent to which Quantified Modal Logic is committed to Essentialism; the issue nevertheless goes back to the origins of "analytic philosophy'', to the reflections of Frege, Russell, and the earlier Wittgenstein on the nature of logic. By elaborating on a suggestion by Quine, we purport to show that there is a relevant and interesting (...) way to look at the ontological commitments of logical systems such that they are stronger than they are usually taken to be. (shrink)

The shift towards "empirical bioethics" was largely triggered by a recognition that stakeholders' views and experiences are vital in ethical analysis where one hopes to produce practicable recommendations. Such perspectives can provide a rich resource in bioethics scholarship, perhaps challenging the researcher's perspective. However, overreliance on a picture painted by a group of research participants—or on pre‐existing literature in that field—can lead to a biased view of a given context, as the subjectivity of data generated in these ways cannot (and (...) should not wholly) be escaped. In response, we propose the implementation of a complementary approach of ethno‐immersion in bioethics research. By positioning oneself in the context being researched, the researcher can better understand the realities of that context. The researcher's understanding will, naturally, be subjective too. However, it will act as a better developed and more informed outsider view, when considering the picture painted by participants and previous studies, thus enabling the researcher to introduce more nuance when analysing data. We introduce this approach after examining what we call the context detachment problem, whereby some bioethics scholarship—empirical or otherwise—fails to reflect the reality of the healthcare setting it concerns. Our proposed ethno‐immersion (which differs from formal ethnography) is then explored as a response, highlighting its benefits, and answering the question of timing within a research project. Finally, we reflect on the applicability of our proposal to non‐empirical bioethics scholarship, concluding that it remains important but may require some adjustments. (shrink)

This paper has two parts. In part I, I review two older accounts of the logical forms of modifiers, and suggest that they may be combined with each other so as to yield a theory that is better than either of its parts taken singly. Part of this theory involves the idea that certain sentences refer to events, states, or processes; Part II of this paper shows how to use this idea to account for tenses and temporal adverbials, and offers (...) a new account of ordinary language quantification. (shrink)

An introductory text in linguistic semantics, uniquely balancing empirical coverage and formalism with development of intuition and methodology. -/- This introductory textbook in linguistic semantics for undergraduates features a unique balance between empirical coverage and formalism on the one hand and development of intuition and methodology on the other. It will equip students to form intuitions about a set of data, explain how well an analysis of the data accords with their intuitions, and extend the analysis or seek an alternative. (...) No prior knowledge of linguistics is required. After mastering the material, students will be able to tackle some of the most difficult questions in the field even if they have never taken a linguistics course before. -/- After introducing such concepts as truth conditions and compositionality, the book presents a basic symbolic logic with negation, conjunction, and generalized quantifiers, to serve as the basis for translation throughout the book. It then develops a detailed compositional semantics, covering quantification (scope and binding), adverbial modification, relative clauses, event semantics, tense and aspect, as well as pragmatic phenomena, notably deictic pronouns and narrative progression. -/- A Course in Semantics offers a large and diverse set of exercises, interspersed throughout the text; those labeled “Important practice and looking ahead” prepare students for material to come; those labeled “Thinking about ” invite students to think beyond the content of the book. (shrink)

Is science our most precious possession or has our culture elevated science into a false idol? Is technology a useful servant or a malign genie? These questions are at the centre of the 'science wars' currently being waged over the role and future of science and technology in our society. This balanced selection of a variety of perspectives on the hotly contested role of science and technology in contemporary society will clarify this vital debate for both specialists and non-specialists.

This article considers the contribution of Ernst Mally to the theory of objects, namely he introduced a distinction of two types of properties (determinations) — formal and extraformal, that allowed Meinongian theory of objects to provide a satisfactory response to the criticism of Bertrand Russell, related to the question of the existence of the golden mountain. According to Meinong, object's so-being (Sosein) is logically independent of its ontic status (Sein). In this case Russell asks, how the existent golden (...) mountain can be existent, golden and a mountain, because golden mountains do not exit (as well as round squares). So it was obvious that the independence of Sosein from Sein thesis should be revised. That's why Mally made a remark that the properties that make object's Sosein are extraformal. Later these ideas have formed the basis of the contemporary study of nonexistent objects, the basis of the theories of Terens Parsons, Richard Routley etc. In particular Parsons's distinction of nuclear and extranuclear properties is a revised version of Mally's distinction.In addition, the article analyzes Ernst Mally's critics of epistemological idealism and its connection with the famous psychologism dispute in logic and semantics in the late 19th and early 20th century. This dispute is more associated with the works of G. Frege and E. Husserl, which accused of psychologism many representatives of Brentano's School. Particularly Alexius Meinong was also called a psychologist. That's it's important to find out, which side was Mally on in this dispute. (shrink)