In a 2010 article Turri puts forward some powerful considerations which suggest that Williamson's view of knowledge as the most general factive mental state is false. Turri claims that this view is false since it is false that if S sees that p, then S knows that p. Turri argues that there are cases in which (A) S sees that p but (B) S does not know that p. In response I offer linguistic evidence to suppose that in propositional (...) contexts “see” does not have the sort of meaning (a purely perceptual meaning) which would sustain Turri's claims about the cases he offers (specifically, the (A) verdicts). (shrink)

Looking out the window, I see that it's raining outside. Do I know that it’s raining outside? According to proponents of the Entailment Thesis, I do. If I see that p, I know that p. In general, the Entailment Thesis is the thesis that if S perceives that p, S knows that p. But recently, some philosophers (McDowell 2002, Turri 2010, Pritchard 2011, 2012) have argued that the Entailment Thesis is false. On their view, we can see p and not (...) know that p. In this paper, I argue that their arguments are unsuccessful. (shrink)

Propositions are the things we believe, intend, desire, and so on, but discussions are often less precise than they could be and an important driver of this deficiency has been a focus on the objects but a neglect of the attitudinal relations we bear to them. In what follows, we will offer some thoughts on what it means for a proposition to be the object of an attitude and we will argue that an important part of the story lies with (...) the attitude relations rather than the propositions. As we will see there are infinitely many relations we might bear to a proposition, but the propositional attitude relations are special amongst them. Accounting for what makes them special will be an important component in the discussion that follows. We will argue that once one appreciates certain facts about propositional attitude relations, various claims that metaphysicians often make regarding propositions themselves begin to look undermotivated. In fact, many views on the metaphysical nature of propositions come to look like plausible candidates for being that to which our propositional attitudes relate us. As will emerge, we will see that the principle role of propositions in the theory of mind is simply to keep track of how our attitudinal states represent things as being. But, we argue, in order to do this work, very few constraints must be placed on the nature of propositions themselves. In particular, contra much of the recent work on the metaphysics of propositions, they need not represent nor must they be structured. In light of these observations, we conclude by sketching our own favored minimalist view of propositions. (shrink)

In the constitution of contemporary image theory, Ludwig Wittgenstein’s philosophy has undoubtedly become a major conceptual reference. Rather than trying to establish what Wittgenstein’s own image theory could possibly look like, this paper would like to critically assess some of the advantages as well as some of the quandaries that arise when using Wittgenstein’s concept of ‘seeing-as’ for addressing the plural realities of images. While putting into evidence the tensions that come into play when applying what was initially a (...) theory of the gaze to a theory of the image, the paper shall subsequently discuss three modes of iconic vision: the propositional seeing-as, the projective seeing-in and the medial seeing-with. (shrink)

If a subject has a true belief, and she has good evidence for it, and there’s no evidence against it, why should it matter if she doesn’t believe on the basis of the good available evidence? After all, properly based beliefs are no likelier to be true than their corresponding improperly based beliefs, as long as the subject possesses the same good evidence in both cases. And yet it clearly does matter. The aim of this paper is to explain why, (...) and in the process delineate a species of epistemic luck that has hitherto gone unnoticed—what we call propositional epistemic luck—but which we claim is crucial to accounting for the importance of proper basing. As we will see, in order to understand why this type of epistemic luck is malignant, we also need to reflect on the relationship between epistemic luck and epistemic risk. (shrink)

Intuitively Austinian propositions are propositions that tell us something about a situation In this paper we will consider Austinian propositions and the associated notion that situations support infons which are to be found in situation theory and situation semantics We will try to tease out the consequences of taking the Austinian approach advocated in situation semantics as opposed to a very similar approach originally proposed by Davidson That is that event predicates where events are to be generally conceived so as (...) to be more like the notion of sit uation i e including states and processes are taken to have an argument position for an event We will do this comparison with respect to an area of data that was part of the original motivation for situation semantics naked in nitive perception complements see Barwise and Perry We will see that negative descriptions of events are one area where the Austinian and Davidsonian approaches make dif ferent predictions and at the end of the paper we will brie y consider negative event descriptions more generally with particular reference to the DRT analysis based on a Davidsonian approach as exempli ed by Amsili and Le Draoulec this volume.. (shrink)

Metaphor is a pervasive and significant feature of language. We use metaphor to talk about the world in familiar and innovative ways, and in contexts ranging from everyday conversation to literature and scientific theorizing. However, metaphor poses serious challenges for standard philosophical theories of meaning, because it straddles so many important boundaries: between language and thought, between semantics and pragmatics, between rational communication and mere causal association. ;In this dissertation, I develop a pragmatic theory of metaphorical utterances which reconciles two (...) apparently incompatible intuitions. The first is that metaphors are vehicles for undertaking speech acts with a propositional content distinct from their conventional sentence meaning. The second is that metaphors are tools for inducing the essentially non-propositional effect of 'seeing things in a new light' or under a new aspect. These intuitions seem to be incompatible because it is assumed that only one can capture the essential function of metaphor. I propose instead that non-propositional 'seeing-as' or aspectual thought serves as the means by which speakers intend to accomplish their end of communicating content. This does not imply that speakers are not interested in and even committed to the effects of aspectual thought as well, only that it is not their sole, ultimate intention. ;In order to substantiate this proposal about how metaphor works, I develop an account of the psychological structures on which aspectual thought operates and the changes it engenders; I then show how the content of the speaker's intended speech act is determined by the aspect the sentence generates. By bringing propositional content and non-propositional aspectual thought together in this way, my account can treat the full range of metaphors, from 'ordinary' to 'poetic', within a unified theory. Armed with this account, we have the explanatory resources necessary to acknowledge both that ordinary conversational metaphors are efficient and sometimes essential vehicles for communicating determinate propositional contents, and also that rich, poetic metaphors are invitations to an open-ended contemplation of the subject under discussion. These apparently very different effects turn out to be manifestations of the same basic process of comprehension. (shrink)

Some propositions are obvious in their own right. We can `just see' that they are true. So there is some such epistemic phenomenon as seeing the truth of a proposition. This paper investigates the nature of this phenomenon. The aptness of the visual metaphor is explained. Accounts of the phenomenon requiring qualia by which the truth is apprehended are disputed. A limited theory is developed and applied.

This paper concerns two paradoxes involving propositions. The first is Russell's paradox from Appendix B of The Principles of Mathematics, a version of which was later given by Myhill. The second is a paradox in the framework of possible worlds, given by Kaplan. This paper shows a number of things about these paradoxes. First, we will see that, though the Russell/myhill paradox and the Kaplan paradox might appear somewhat different, they are really just variants of the same phenomenon. Though they (...) do this in different ways, the core of each paradox is to use the notion of a proposition to construct a function, f, from the power set of some set into the set itself. Next we will see how this paradox fits into the Inclosure Schema. Finally, I will provide a model of the paradox in question, showing its results to be non‐trivial, though inconsistent. (shrink)

Some propositions are obvious in their own right. We can ‘just see’ that they are true. So there is some such epistemic phenomenon as seeing the truth of a proposition. This paper investigates the nature of this phenomenon. The aptness of the visual metaphor is explained. Accounts of the phenomenon requiring qualia by which the truth is apprehended are disputed. A limited theory is developed and applied.

In this paper we show how to formalise false-belief tasks like the Sally-Anne task and the second-order chocolate task in Dynamic Epistemic Logic. False-belief tasks are used to test the strength of the Theory of Mind of humans, that is, a human’s ability to attribute mental states to other agents. Having a ToM is known to be essential to human social intelligence, and hence likely to be essential to social intelligence of artificial agents as well. It is therefore important to (...) find ways of implementing a ToM in artificial agents, and to show that such agents can then solve false-belief tasks. In this paper, the approach is to use DEL as a formal framework for representing ToM, and use reasoning in DEL to solve false-belief tasks. In addition to formalising several false-belief tasks in DEL, the paper introduces some extensions of DEL itself: edge-conditioned event models and observability propositions. These extensions are introduced to provide better formalisations of the false-belief tasks, but expected to have independent future interest. (shrink)

What is it to see a stove as world (als Welt) and why does the early Wittgenstein use such a curious example to describe what it means to see something as significant (bedeutend)? I argue that Wittgenstein's odd choice can be best understood in the light of a conceptual relation between value and semantic meaning. To that purpose, I draw attention to his use of the word Bedeutung to denote value, and to the direct connection he draws between seeing (...) as world and seeing with the whole logical space. To see a stove as bedeutend, I conclude, is to see it against the background of the propositional contexts in which a stove figures meaningfully. (shrink)

The general theory of perception proposed by Roderick Chisholm in his book Perceiving: A Philosophical Study1 has gained considerable acceptance among contemporary philosophers of perception. In this paper, I will review and evaluate one part of this theory and show where I believe an important modification is necessary. Chisholm distinguishes what he thinks are two importantly different senses of “perceive,” a propositional and a nonpropositional sense, and then proposes a definition of each. The propositional sense of “perceive” is (...) expressed in contexts in which what is perceived is referred to by a propositional clause, as in 1. George perceives that this is a door. The nonpropositional sense is expressed in contexts in which the perceptual object is referred to by a noun or noun phrase, as in 2. George perceives the door. The problem areas I will deal with are, first and foremost, the adequacy of the definitions Chisholm gives of these two senses, and second, the ways in which these senses are related to one another. In the first section, dealing with the propositional sense, I will not be concerned with propositional perceivings in their entirety. Specifically, I will not be concerned with them as instances of knowing that something is such and such, which is a central feature of Chisholm’s definition. Rather, I will be concerned mainly with the mental state, qua mental, which is involved in these perceptions, that is, the mental state considered apart from any relation it may have to the object it is about. I will assume that the mental state involved in a propositional perceiving is a conceptual state, i.e., one which involves the exercise of concepts or thoughts, together with an accompanying propositional attitude. The key locution Chisholm uses to describe this conceptual mental state is “S takes something to have some property.” I will argue that Chisholm’s definition of taking will not do the job it is intended to do in these perceptual contexts. In the second section, I will explore what Chisholm calls the “simplest” nonpropositional sense of “perceive,” which he defines wholly in terms of a causal relation existing between the object perceived and the subject’s sensory state. Significantly, this definition does not make any reference to a taking or to any propositional state on the part of the subject, but only to the subject’s sensory state. Consequently, if one accepts the idea, as I believe Chisholm would, that sensing is a nonconceptual state, then Chisholm’s nonpropositional sense of “perceive” would not refer to any conceptual fact at all. I will consider Chisholm’s definition, and raise the question of whether nonpropositional perceptual contexts should ever be construed as having a propositional meaning, that is, as including the idea that the subject exhibits some thought. As we shall see, Chisholm makes allowance for such a possibility. (shrink)

Picture-theories of visual perception usually maintain that, when something is simply seen, then the seer “has” a picture of the thing, the thing is the primary cause of the picture, the thing in itself is not the primary object of sight, and it is the picture itself that is the primary object of visual awareness.I shall argue in this essay that there are not only proper, but required, senses in which the first three of these propositions are true, but that (...) the fourth is always false or that one never simply sees the picture. Rather, what is thus seen is always in the picture, never the picture itself. The grounds on which I make this complex point will also undo the time-lag argument, at least in the standard interpretation of it associated with the false fourth proposition above. (shrink)

The received definition of knowledge (as true, evident belief) has recently been questioned by Edmund Gettier with an example whose principle is as follows. A proposition, p, is both evident to and accepted by someone S, who sees that its truth entails (would entail) (that either p is true or q is true). This last is thereby made evident to him, and he accepts it, but it happens to be true only because q is true, since p is in fact (...) false. Hence, inasmuch as he has no evidence for the proposition q, S can hardly be said to know (that either p is true or q is true). Here then is a formula for true, evident beliefs that are not cases of knowledge. I discuss the possibility of adding a fourth condition to this triad. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:“Unauthorized Propositions”The Federalist Papers and Constituent PowerJason Frank (bio)The PEOPLE, who are the sovereigns of the State, possess a power to alter it when and in what way they please. To say otherwise is to make the thing created, greater than the power that created it.—Anonymous, Federal Gazette, March 18, 1789The we of the Constitution’s “We the People” was as much of an artificial construct as the Constitution itself, (...) it was its creature, not its creator.—Sheldon Wolin, The Presence of the PastIn Federalist No. 40, James Madison engaged the vexing question of whether the Philadelphia Convention of 1787 had been properly authorized “to frame and propose” the new Federal Constitution of the United States [83]. Madison explored there “the ground on which the Convention stood” [264], which he identified as the purportedly solid foundation of the people themselves [Morgan 272]. Federalist No. 40 offers a theoretically probing yet avowedly practical reflection on the availability of foundations and on dilemmas of popular authorization in times of constitutional crisis; it may be productively read as an exemplary eighteenth-century American reflection on a state of exception. As such, Federalist No. 40 provides helpful orientation to how the popular constitutionalism of the revolutionary and postrevolutionary years confronted and navigated—if never fully resolved—some of the most insistent paradoxes of modern democratic theory.In No. 40, Madison was preoccupied with the theoretical and historical dilemmas surrounding the eighteenth-century American conception of the people’s constituent power—that is, the ultimate power of the people to alter fundamental law “when and in what way they please.”1 However, in contrast to most contemporary theoretical approaches to constituent power—whether influenced by the political theology of Carl Schmitt or the immanentist optimism of Michael Hardt and Antonio Negri—Madison’s navigation of the attending dilemmas of popular authorization resisted the turn to metaphysical abstraction and the appeal to a transcendent or immanent absolute. In his approach to the problem of constituent power, Madison insisted on the productive irreducibility of institutional mediation and the performative elicitation of a retrospective authorization by the people. While accepting the absence of a firm ground of legal authorization (the unbroken authority of law), Madison also rejected a wholly extralegal or unmediated appeal to the people themselves (the transcendental appeal to spirit beyond the letter of the law). Instead, he endorsed a political navigation of these dilemmas in medias res. Confronting [End Page 103] the dilemma of constituency—how does the people give birth to itself as a self-authorizing subject?—Madison shifted the register of discourse away from the formal and juridical and toward the informally ethicopolitical. Doing so, he was able to affirm a rupture in law while simultaneously enlisting another register of normative continuity. This essay outlines Madison’s productive encounter with these dilemmas in The Federalist, and suggests the relevance of his example for recent debates in democratic theory, too often captivated by the formal rubrics of “norm” and “exception.”1The government which [the Federalists] are so enthusiastically fond of is as yet an ideal phantom, a chimera, a mere theory detested and execrated by every true friend to government.—“One of the People,” Carlisle Gazette, January 9, 1788Madison wrote Federalist No. 40 as a response to widespread and persuasive Anti-Federalist claims that the Philadelphia Convention had exceeded the mandate granted to it by the Annapolis Convention of 1786 and the Congressional Act of 1787, both of which authorized the meeting of the Philadelphia Convention “for the sole and express purpose of revising the Articles of Confederation” [259]. While the Philadelphia Convention was, in Bruce Ackerman’s words, “expressly subordinated to existing institutions and procedures” [Ackerman 43], it had nonetheless produced an entirely new constitutional text and—theoretically more problematic for Madison—an entirely new procedure for its popular ratification [see also Ackerman and Katyal]. Under Article 13 of the Articles of Confederation, constitutional reform could come about only through the unanimous assent of the thirteen state legislatures.2 Under the Philadelphia Convention’s plan, the ratification of the proposed constitution would bypass the constituted power of the state legislatures and appeal instead to the... (shrink)

An important question in epistemology concerns how the two species of justification, propositional and doxastic justification, are related to one another. According to the received view, basing one’s belief p on the grounds that provide propositional justification to believe p is sufficient for the belief to be doxastically justified. In a recent paper, however, John Turri has suggested that we should reverse the direction of explanation. In this paper, I propose to see the debate in a new light (...) by suggesting that the best way to understand the relationship between these species of justification is by viewing propositional justification as an dispositional property that a subject can have with doxastic justification as its manifestation. I show how the debate in metaphysics over the question of how disposition statements should be analyzed runs parallel to the epistemological debate, and bring some of the results in the dispositions debate to bear on the epistemological question. I end by offering some tentative remarks regarding the order of priority of these two species of justification. (shrink)

In recent years, many philosophers have supposed that perceptual representations have propositional content. A prominent rationale for this supposition is the assumption that perceptions may justify beliefs, but this rationale can be doubted. This rationale may be doubted on the grounds that there do not seem to be any viable characterizations of the belief-justifying propositional contents of perceptions. An alternative is to model perceptual representations as marks in a perceptual similarity space. A mapping can be defined between points (...) in perceptual similarity space and points in an objective quality space. The correctness of perceptual representation can then be defined as a kind of accuracy of mapping rather than as the truth of a proposition. The phenomenon of seeing-as can be accounted for as a matter of the location of marks in perceptual similarity space relative to other marks in perceptual similarity space. Perceptual representations, on this account, will not justify beliefs, but they may nonetheless guide judgment. (shrink)

Husserl’s Logical Investigations has undergone explicitly conceptualist and non-conceptualist interpretations. For Richard Cobb-Stevens, he has extended understanding into the domain of sensuous intuition, leaving no simple perceptions that are actually separated from higher-level understanding. According to Kevin Mulligan, Husserl does in fact sunder nominal and propositional seeing from the simple or straightforward—and yet interpretative—seeing of particulars. To see simply is not to exercise an individual meaning or a general concept. Arguing that Logical Investigations provides evidence for both (...) views, I endeavour to show that the account of perceptual consciousness in Husserl’s subsequent work is far more clear and consistent. It is one of growing beyond the situation portrayed by Mulligan and into the one explicated by Cobb-Stevens. Though they are notionally separable, pre-conceptual syntheses at the passive and noematic levels are inevitably interwoven with conceptual and categorial articulations in a developed consciousness. (shrink)

Theorists often associate certain “poetic” qualities with metaphor – most especially, producing an open-ended, holistic perspective which is evocative, imagistic and affectively-laden. I argue that, on the one hand, non-cognitivists are wrong to claim that metaphors only produce such perspectives: like ordinary literal speech, they also serve to undertake claims and other speech acts with propositional content. On the other hand, contextualists are wrong to assimilate metaphor to literal loose talk: metaphors depend on using one thing as a perspective (...) for thinking about something else. I bring out the distinctive way that metaphor works by contrasting it with two other poetic uses of language, juxtapositions and “telling details,” that do fit the accounts of metaphor offered by non-cognitivists and contextualists, respectively. (shrink)

I open my eyes and see that the lemon before me is yellow. States like this—states of seeing that $p$ —appear to be visual perceptual states, in some sense. They also appear to be propositional attitudes (and so states with propositional representational contents). It might seem, then, like a view of perceptual experience on which experiences have propositional representational contents—a Propositional View—has to be the correct sort of view for states of seeing that $p$ (...) . And thus we can’t sustain fully general non-Propositional but Representational, or Relational Views of experience. But despite what we might initially be inclined to think when reflecting upon the apparent features of states of seeing that $p$ , a non-propositional view of seeing that $p$ is, I argue, perfectly intelligible. (shrink)

§1 Simple Seeing and its Relations §2 Acquaintance, Apprehension, Belief, Knowledge, Action & Externalism §3 Simple Seeing, Sense and Meaning §4 Simple Seeing and Primitive Certainty ...at one time they dispute eagerly over certainty of thought, though certainty is not a habit of the mind at all, but a quality of propositions, and the speakers are really arguing about certitude... (James Joyce, 1903, Occasional, Critical and Political Writing, ed. Kevin Barry, 2000, OUP, 69) Like many others, I (...) believe that to see is not, in the simplest cases, to believe or judge. This is a purely negative thesis. What sort of attitude, then, is involved in simple seeing? The answer set out here is that to see is typically to enjoy a form of primitive certainty which is not any type of belief. In order to make the answer plausible it is important to set out also the relations between seeing, belief, knowledge, and certainty. (shrink)

This paper is a reply to hoffman's piece "almeder on truth and evidence" ("philosophical quarterly", Volume 25, January 1975). In "truth and evidence" ("philosophical quarterly", Volume 24, October 1974) I had argued that gettier-Type counterexamples to the classical definition of knowledge as completely justified true belief are defective because they assume the false proposition that a person can be completely justified in believing a false proposition. Hoffman objected to my reasons for saying as much and in this paper I reply (...) to his objections. (shrink)

This paper corrects a mistake I saw students make but I have yet to see in print. The mistake is thinking that logically equivalent propositions have the same counterexamples—always. Of course, it is often the case that logically equivalent propositions have the same counterexamples: “every number that is prime is odd” has the same counterexamples as “every number that is not odd is not prime”. The set of numbers satisfying “prime but not odd” is the same as the set of (...) numbers satisfying “not odd but not not-prime”. The mistake is thinking that every two logically-equivalent false universal propositions have the same counterexamples. Only false universal propositions have counterexamples. A counterexample for “every two logically-equivalent false universal propositions have the same counterexamples” is two logically-equivalent false universal propositions not having the same counterexamples. The following counterexample arose naturally in my sophomore deductive logic course in a discussion of inner and outer converses. “Every even number precedes every odd number” is counterexemplified only by even numbers, whereas its equivalent “Every odd number is preceded by every even number” is counterexemplified only by odd numbers. Please let me know if you see this mistake in print. Also let me know if you have seen these points discussed before. I learned them in my own course: talk about learning by teaching! (shrink)

Marr's computational theory of stereopsis is shown to imply that human vision employs a system of representation which has all the properties of a number system. Claims for an internal number system and for neural computation should be taken literally. I show how these ideas withstand various skeptical attacks, and analyze the requirements for describing neural operations as computations. Neural encoding of numerals is shown to be distinct from our ability to measure visual physiology. The constructs in Marr's theory are (...) neither propositional nor pictorial, and provide a counter example to many commonly held dichotomies concerning mental representation. (shrink)

This paper discusses two distinct strategies that have been adopted to provide fine-grained propositions; that is, propositions individuated more finely than sets of possible worlds. One strategy takes propositions to have internal structure, while the other looks beyond possible worlds, and takes propositions to be sets of circumstances, where possible worlds do not exhaust the circumstances. The usual arguments for these positions turn on fineness-of-grain issues: just how finely should propositions be individuated? Here, I compare the two strategies with an (...) eye to the fineness-of-grain question, arguing that when a wide enough range of data is considered, we can see that a circumstance-based approach, properly spelled out, outperforms a structure-based approach in answering the question. (Part of this argument involves spelling out what I take to be a reasonable circumstance-based approach.) An argument to the contrary, due to Soames, is also considered. (shrink)

ABSTRACT Graham Harman’s Object-Oriented Ontology prioritises aesthetics as first philosophy, and finds increasing interest from those working across art, architecture and the humanities in general. This article tests the application of Harman’s ideas by applying them to a thorny issue related to the domain of serial art, and serially developed drawing in particular. The issue concerns the productive role of the beholder in constituting the serial artwork as a unified thing, wherein it appears manifestly deeper than the sum of its (...) physical parts. Referring to an artwork produced by contemporary artist Stefana McClure, I build upon prior propositions on serial art put forward by Christy Mag Uidhir and Nicolas de Warren to make the case for seeing serially. This uses Harman’s understanding of aesthetics to claim that imagined iterations constitute an integral element to serial drawing, brought into play when the beholder reflects upon the loose relationship between the array of qualities the artwork palpably presents and its withdrawn reality as a unified object. (shrink)

In the paper we consider complexity of intuitionistic propositional logic and its natural fragments such as implicative fragment, finite-variable fragments, and some others. Most facts we mention here are known and obtained by logicians from different countries and in different time since 1920s; we present these results together to see the whole picture.

We show that (contrary to the parallel case of intuitionistic logic, see [7], [4]) there does not exist a translation fromS42 (the propositional modal systemS4 enriched with propositional quantifiers) intoS4 that preserves provability and reduces to identity for Boolean connectives and.

Abstract This article examines the little-explored remarks on verification in Wittgenstein's notebooks during the period between 1930 and 1932. In these remarks, Wittgenstein connects a verificationist theory of meaning with the notion of logical multiplicity, understood as a space of possibilities: a proposition is verified by a fact if and only if the proposition and the fact have the same logical multiplicity. But while in his early philosophy logical multiplicities were analysed as an outcome of the formal properties of simple (...) objects and simple signs, Wittgenstein in the early 1930s connects the notion of logical multiplicity with the notion of ways of seeing. I will argue that the relevant ways of seeing are closely similar to seeing-as or aspect seeing. According to Wittgenstein's view in the early 1930s, logical multiplicities are part of our perceptual experience of propositions and facts. In this sense, the verification relation depends on how we experience propositions and facts as being surrounded by a logical space of possibilities. Strikingly, Wittgenstein's way of thinking about the verification relation offers solutions to a set of seemingly intractable problems connected with the versions of verificationism developed by members of the Vienna Circle. (shrink)

Wittgenstein presents in the Tractatus a variable purporting to capture the general form of proposition. One understanding of what Wittgenstein is doing there, an understanding in line with the ‘new’ reading of his work championed by Diamond, Conant and others, sees it as a deflationary or even an implosive move—a move by which a concept sometimes put by philosophers to distinctively metaphysical use is replaced, in a perspicuous notation, by an innocent device of generalization, thereby dispersing the clouds of philosophy (...) that formerly surrounded the concept. By asking how Wittgenstein supposed his variable to work, and what work he imagined it was fit for, the paper questions the adequacy of that understanding. (shrink)

Reductionist realist accounts of certain entities, such as the natural numbers and propositions, have been taken to be fatally undermined by what we may call the problem of arbitrary identification. The problem is that there are multiple and equally adequate reductions of the natural numbers to sets (see Benacerraf, 1965), as well as of propositions to unstructured or structured entities (see, e.g., Bealer, 1998; King, Soames, & Speaks, 2014; Melia, 1992). This paper sets out to solve the problem by canvassing (...) what we may call the arbitrary reference strategy. The main claims of such strategy are 2. First, we do not know which objects are the referents of proposition and numerical terms since their reference is fixed arbitrarily. Second, our ignorance of which object is picked out as the referent does not entail that no object is referred to by the relevant expression. Different articulations of the strategy are assessed, and a new one is defended. (shrink)

In this note, I would like to focus on the two central distinctions Inan draws between varieties of ignorance. One is the distinction between “objectual” and “propositional” ignorance, and the other is the distinction between “truth-ignorance” and “fact-ignorance,” which is a distinction between two types of propositional ignorance. According to Inan, appreciating these distinctions allow us to see what is wrong with the “received view,” according to which ignorance (or awareness of it) is “always about truth,” and enables (...) us to “overcome our [philosophers’] propositional-bias.” I will argue for two theses. First, fact-ignorance appears to be a form of objectual ignorance; and, if this is so, there are no two distinctions but only one distinction that Inan in effect offers, which is between objectual and propositional ignorance. Second, what Inan calls “the received view” can raise some reasonable worries about objectual ignorance that are not taken into account by him. (shrink)

Sage knowledge knows the evolution of circumstances from an early point, when tendencies may be inconspicuously, “effortlessly” diverted. This knowledge is expressed, not “represented,” being an intensive quality of action rather than of belief, proposition, or theory, and its effortlessness is not a matter of effort versus no effort, but of the intensity with which effort tends to vanish. The value of such knowledge and the explanation of its accomplishment in terms of perceiving incipience or “really seeing the little (...) things” crisscross lines among Confucians, Neo-Confucians, Daoists, and Art of War thinkers. What distinguishes these currents arises not from different definitions or justifications of knowledge but instead different ideas about how to acquire such knowledge and especially how to train it for wisdom. (shrink)

Propositions are the referents of the ‘that’-clauses that appear in the direct object positions of typical ascriptions of assertion, belief, and other binary cognitive relations. In that sense, propositions are the objects of those cognitive relations. Propositions are also the semantic contents (meanings, in one sense ) of declarative sentences, with respect to contexts. They are what sentences semantically express, with respect to contexts. Propositions also bear truth-values. The truth-value of a sentence, in a context, is the truth-value of the (...) proposition that it semantically expresses, in that context. This much is common ground among many (but not all) philosophers. I accept other claims about propositions that are more controversial. Propositions (I hold) are Russellian: they are structured entities whose constituents include individuals, properties, and relations. The contribution of a proper name to the proposition that a sentence semantically expresses (in a context) is the referent of that name. Thus, the semantic content of ‘Bill Clinton’ is Bill Clinton himself, and the semantic content of ‘Bill Clinton smokes’ is a proposition whose constituents are Bill Clinton and the property of smoking (ignoring tense, as I shall do from here on). Such 1 singular propositions are among the objects of belief, assertion, and other cognitive relations. This combination of a Millian view about proper names with a Russellian theory of propositions might appropriately be called ‘Millian Russellianism’, or ‘MR’ for short. David Chalmers, in his stimulating paper “Probability and Propositions,” defines a closely related view, Referentialism, as follows (see also the penultimate paragraph of his introduction). Referentialist views say that insofar as beliefs are about individuals (such as Nietzche), the objects of these belief are determined by those individuals. On one such view, the objects of belief are Russellian propositions composed from the individuals and properties that one’s belief is about.. (shrink)

There is an apparent dilemma for hierarchical accounts of propositions, raised by Bruno Whittle : either such accounts do not offer adequate treatment of connectives and quantifiers, or they eviscerate the logic. I discuss what a plausible hierarchical conception of propositions might amount to, and show that on that conception, Whittle’s dilemma is not compelling. Thus, there are good reasons why proponents of hierarchical accounts of propositions did not see the difficulty Whittle raises.

Attitudinal propositionalism is the view that all mental attitude content is truth-evaluable. While attitudinal propositionalism is still silently assumed in large parts of analytic philosophy, recent work on objectual attitudes (i.e. attitudes like ‘fearing Moriarty’ and ‘imagining a unicorn’ that are reported through intensional transitive verbs with a direct object) has put attitudinal propositionalism under explanatory pressure. This paper defends propositionalism for a special subclass of objectual attitudes, viz. experiential attitudes. The latter are attitudes like seeing, remembering, and imagining (...) whose grammatical objects intuitively denote (events or) scenes. I provide a propositional analysis of experiential attitudes that preserves the merits of propositionalism. This analysis uses the possibility of representing the target-scenes of experiential attitudes by the intersection of all propositions that are true in these scenes. I show that this analysis makes available the usual (Russellian) account of intensionality and the common (Boolean) logic for entailments. (shrink)

Stewart Shapiro and John Myhill tried to reproduce some features of the intuitionistic mathematics within certain formal intensional theories of classical mathematics. Basically they introduced a knowledge operator and restricted the ways of referring to numbers and to finite hereditary sets. The restrictions are very interesting, both because they allow us to keep substitutivity of identicals notwithstanding the presence of an epistemic operator and, especially, because such restrictions allow us to see, by contrast, which ways of reference are not compatible (...) with the simultaneous maintenance of substitutivity of identicals and the classical notions of truth and knowledge. In this paper the difference between the restricted and the unrestricted kind of reference is put in relation with Russell's ideas on naming and it is argued that the latter as well is compatible with a certain Russellian conception of the understanding of sentences. Then it is discussed whether and how numbers could be conceived as objects of acquaintance. Finally a general question about the notion of logical form is raised. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:February 19, 2011 (11:48 am) E:\CPBR\RUSSJOUR\TYPE3002\russell 30,2 040 red.wpd Reviews 161 7 In, respectively, PaciWsm in Britain and Semi-Detached Idealists: the British Peace Movement and International Relations (Oxford: Oxford U. P., 2000). 8 See Monk 2: Chap. 13. FUNCTIONS OR PROPOSITIONAL FUNCTIONS? Alexander Paul Bozzo Philosophy / Marquette U. Milwaukee, wi 53233, usa [email protected] Michael Potter and Tom Ricketts, eds. The Cambridge Companion to Frege. Cambridge, uk: Cambridge (...) U. P., 2010. Pp. vii, 630. isbn 978-0-521-62479-4 (pb). £57.00; £21.99 (pb). us$38.99 (pb). February 19, 2011 (11:48 am) E:\CPBR\RUSSJOUR\TYPE3002\russell 30,2 040 red.wpd 162 Reviews 1 Frege: Philosophy of Mathematics (Cambridge, ma: Harvard U. P., 1991), p. 111. The paragraph contains an expression of Frege’s Context Principle and the need for Hume’s Principle as a criterion of identity in the deWnition of number. 2 There are in fact Wve stated goals. The others are: (iii) to serve as a reference work for students and non-specialists, (iv) to provide a route into the study of Frege historically and to any relevant contemporary concerns in the philosophies of logic, language, mathematics, and mind, and (v) to provide, for new readers, the most convenient detailed guide to Frege currently available. Gottlob Frege is widely recognized as one of the chief progenitors of mathematical logic and philosophy of languagez—zindeed, the importance attributed to Frege’s innovations is such that Michael Dummett, when reXecting on§62 of Frege’s Die Grundlagen der Arithmetik, feels compelled to remark that the paragraph therein is “arguably the most pregnant philosophical paragraph ever written.”1 Whether or not one agrees with Dummett on this point, the magnitude of Frege’s inXuence on the current philosophical landscape is incontestable. Frege revolutionized the then dominant Aristotelian conception of logic, introducing a formal language now recognized as the predicate calculus. Central to this end were Frege’s insights on quantiWcation, the notation that expressed it, the logicist project, and the extension of mathematical notions like function and argument to natural language. The long-awaited Cambridge Companion to Frege is a compendium of Fregean scholarship that rigorously explores these and similar topics; editors Thomas Ricketts and Michael Potter have compiled a comprehensive collection of fourteen essays that individually provide focused appraisals of a number of Frege’s most substantial insights. On the advice of this journal’s editor, I have limited my review to the connections (or rather dissimilarities ) that exist between Frege and Russell, relying exclusively on Peter Hylton ’s contribution to the collection, “Frege and Russell”. Following a brief consideration of the volume as a whole, I move immediately into a detailed explication of Hylton’s analysis. The volume includes among its goals the following two aims: (i) to provide, for advanced students and specialists, a conspectus of recent interpretation of Frege, and (ii) to dispel the intimidation felt by readers who confront a diUcult thinker.2 I single out these ambitions because they most clearly represent the volume’s strengths and shortcomings. Enthusiasts of Frege will not be disappointed by the multitude of rigorously and technically written essays, essays that contribute substantially and originally to the collective understanding of Frege and his work. For instance, Thomas Ricketts provides a thoughtful and thorough analysis—an analysis that moves well beyond mere explication—of Frege’s concept/object distinction, in particular its relevance for Frege’s Context Principle and logicism more generally. Similarly, Richard Heck addresses a number of central yet largely unexplored issues pertaining to the overall signiWcance of February 19, 2011 (11:48 am) E:\CPBR\RUSSJOUR\TYPE3002\russell 30,2 040 red.wpd Reviews 163 3 I strongly encourage that non-specialists augment The Cambridge Companion to Frege with Joan Weiner’s Frege Explained: from Arithmetic to Analytic Philosophy (Chicago : Open Court, 2004), one of the best available introductory texts on Frege. 4 The essay in fact was available as early as 2005 in Hylton’s Propositions, Functions, and Analysis: Selected Essays on Russell’s Philosophy (New York, ny: Oxford U. P., 2005). The editors of The Cambridge Companion to Frege partially... (shrink)

SummaryScientists regard their inductive hypotheses as confirmed when consistence exists between two or more results obtained by differing methods. Three hierarchical levels of confirmation are applied. Certainty is obtained by the deductive element of the third level. The question of uniformity o i nature is less decisive than the question whether or not the complexity of the processes observed or the limited scope of our senses and instruments permits to see through the causal connections involved.

Creativity is inextricably linked to the ontology of being; as the history of philosophy frequently shows, it encompasses both the need to transform and be transformed. In this essay I examine the notion of “being creative” on the way to opening up our relationship to the essence of creativity, taking Heidegger’s interpretation of essence as the way in which something is revealed and endures. I ask what is meant by a creative act and how does the harnessing of creativity compel (...) it to do what it does. Such questioning requires thinking and, in the context of this essay, if we regard thinking as a set comprising hearing and seeing, then sensible hearing and seeing is taken into the realm of non-sensible perception, that is, “thinking.” I draw throughout almost exclusively on the writings of Heidegger and exemplify through factical considerations in jazz. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:Reviewed by:Seeing Through Zen: Encounter, Transformation, and Genealogy in Chinese Chan BuddhismAlbert WelterSeeing Through Zen: Encounter, Transformation, and Genealogy in Chinese Chan Buddhism. By John R. McRae. Berkeley, Los Angeles, and London: University of California Press, 2003. Pp. xx + 204.The field of Chan and Zen studies has been in transformation in recent decades, as an increasing number of scholars have begun to challenge the accepted story of (...) Chan's rise and dissemination. In the process, a disjuncture has developed between how scholars have come to view Chan narrative as mythos rooted in the circumstances of Chan's development, and how it is still depicted in many textbooks and popular publications on Zen. Teachers aware of this gap have been at a loss when looking for new texts to supplant the old ones and give a more accurate view of Chan, its history, and its development. Aside from the compelling sway that Chan and Zen narratives have over the popular understanding, part of the difficulty is that the field is still in transformation. While scholars are altering, sometimes radically, perceptions and assumptions about how Chan developed, this process is ongoing. And while the picture is growing clearer, a full consensus has not yet emerged.Into the breach a new book has come along: Seeing Through Zen: Encounter, Transformation, and Genealogy in Chinese Chan Buddhism, by John R. McRae. McRae's name will certainly be recognizable to all who work in the field of Chan and Zen studies. Along with Bernard Faure, Professor McRae pioneered the study of the previously maligned, so-called "Northern School" in the West (The Northern School and the Formation of Early Ch'an Buddhism), utilizing to full advantage the scholarship of the doyenne of twentieth-century Zen studies, Yanagida Seizan. [End Page 355] Through a series of articles, McRae has contributed greatly to emerging perspectives on Chan. The current volume under review may be taken as McRae's current observations on the subject of Chinese Chan, based on his own recent research and that of others.The chapters that constitute Seeing Through Zen were first prepared in Spanish translation for presentation at the Templo Zen Luz Serena in Valencia, Spain. The expected readership includes three groups: "Zen and other Buddhist practitioners; students and scholars of Chinese religions, Buddhist studies, and related fields; and a general audience interested in Asian religions and human culture" (p. xi). While some of the propositions in the book will, by design, provoke healthy debate among scholars, the primary purpose for this book as I see it is as a classroom text, either at universities or for temple instruction for practitioners interested in current scholarly assessments of their religion (according to the author, many of the chapters were the basis for presentations to various groups of Chan and Zen practitioners).Seeing Through Zen comprises six chapters: "Looking at Lineage: A Fresh Perspective on Chan Buddhism," "Beginnings: Differentiating/Connecting Bodhidharma and the East Mountain Teaching," "Metropolitan Chan: Imperial Patronage and the Chan Style," "The Riddle of Encounter Dialogue: Who, What, When, and Where?" "Zen and the Art of Fund-Raising: Religious Vitality and Institutional Dominance in the Song Dynasty," and "Climax Paradigm: Cultural Polarities and Patterns of Self-Cultivation in Song-Dynasty Chan." In addition to the back matter-"Notes," "Character Glossary," "Bibliography," and "Index"-the front matter includes a "Preface," "Conventions," and a section titled "McRae's Rules of Zen Studies." These "rules of Zen"-(1) It's not true, and therefore it's more important; (2) Lineage assertions are as wrong as they are strong; (3) Precision implies inaccuracy; and (4) Romanticism breeds cynicism (pp. xix-xx)-with accompanying explanations, provide an accessible orientation to McRae's approach and touchstones that are frequently returned to in the materials introduced in the following chapters.I have two reactions to Seeing Through Zen, one as a teacher and one as a scholar. For the teacher, Seeing Through Zen represents a welcome addition indeed! I look forward to using it in my classes, and I'm sure others will as well. Written in a lively, engaging style, it is sophisticated in its analysis and creative in drawing on analogies from research... (shrink)

It was one of Brentano’s central ideas that all judgements are at bottom existential. In his Psychology from an Empirical Standpoint he tried to show how all traditionally acknowledged judgement forms could be reinterpreted as existential statements. Existential propositions, therefore, were a central concern for the whole Brentano School. Kazimierz Twardowski, who also accepted this program, introduced the problem of the existential reduction to his Polish students, but not all of them found this idea plausible. In 1911 Stanisław Leśniewski published (...) a paper under the title “A Contribution to the Analysis of Existential Propositions” where he criticised Brentano’s translation. According to Leśniewski the consequences of Brentano’s program would be absurd because according to Leśniewski all positive existential propositions are analytically true and all negative ones are contradictory. In his later works Leśniewski repudiated all his early writings (1911–1914) as philosophically immature and formally imprecise. “[…] I regret that they have appeared in print,” he writes, “and formally ‘repudiate’ them herewith […]”. But in spite of this severe assessment, these early papers are worth considering not only from a historical standpoint. As we will see, Leśniewski’s critique of Brentano is unsound, but it casts an interesting light on his understanding of certain basic metaphysical concepts. (shrink)

My intention in this paper is to propose a conception of metaphorical meaning on which the meaning of a metaphor includes propositional as well as non-propositional features. I will make two general claims on behalf of the proposed account: first, it is intuitive; second, it is of theoretical value. In claiming that the proposed account is of theoretical value, I mean only that its adoption leads to an increased understanding of the nature of metaphor: of metaphorical thought and (...) ofmetaphorical communication in particular. (shrink)

Ostensibly, Wittgenstein’s last remarks published in 1969 under the title On Certainty are about epistemology, more precisely about the problem of scepticism. This is the standard interpretation of On Certainty. But I contend, in this paper, that we will get closer to Wittgenstein’s intentions and perhaps find new and illuminating ways to interpret his late contribution if we keep in mind that his primary goal was not to provide an answer to scepticism. In fact, I think that the standard reading (...) leads to a distorted view of Wittgenstein’s contribution in On Certainty. In order to see that, scepticism will first be briefly characterised, and then I will attempt to circumscribe more precisely the standard reading of On Certainty. In section 4, three exegetical arguments against the standard reading are offered – the hope being that the weight of these three arguments, taken together, instils doubt in the reader’s mind about the correctness of the standard reading. The paper concludes with an attempt to gesture at the philosophical significance of On Certainty once we set aside the standard reading. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:February 19, 2011 (11:48 am) E:\CPBR\RUSSJOUR\TYPE3002\russell 30,2 040 red.wpd Reviews 161 7 In, respectively, PaciWsm in Britain and Semi-Detached Idealists: the British Peace Movement and International Relations (Oxford: Oxford U. P., 2000). 8 See Monk 2: Chap. 13. FUNCTIONS OR PROPOSITIONAL FUNCTIONS? Alexander Paul Bozzo Philosophy / Marquette U. Milwaukee, wi 53233, usa [email protected] Michael Potter and Tom Ricketts, eds. The Cambridge Companion to Frege. Cambridge, uk: Cambridge (...) U. P., 2010. Pp. vii, 630. isbn 978-0-521-62479-4 (pb). £57.00; £21.99 (pb). us$38.99 (pb). February 19, 2011 (11:48 am) E:\CPBR\RUSSJOUR\TYPE3002\russell 30,2 040 red.wpd 162 Reviews 1 Frege: Philosophy of Mathematics (Cambridge, ma: Harvard U. P., 1991), p. 111. The paragraph contains an expression of Frege’s Context Principle and the need for Hume’s Principle as a criterion of identity in the deWnition of number. 2 There are in fact Wve stated goals. The others are: (iii) to serve as a reference work for students and non-specialists, (iv) to provide a route into the study of Frege historically and to any relevant contemporary concerns in the philosophies of logic, language, mathematics, and mind, and (v) to provide, for new readers, the most convenient detailed guide to Frege currently available. Gottlob Frege is widely recognized as one of the chief progenitors of mathematical logic and philosophy of languagez—zindeed, the importance attributed to Frege’s innovations is such that Michael Dummett, when reXecting on§62 of Frege’s Die Grundlagen der Arithmetik, feels compelled to remark that the paragraph therein is “arguably the most pregnant philosophical paragraph ever written.”1 Whether or not one agrees with Dummett on this point, the magnitude of Frege’s inXuence on the current philosophical landscape is incontestable. Frege revolutionized the then dominant Aristotelian conception of logic, introducing a formal language now recognized as the predicate calculus. Central to this end were Frege’s insights on quantiWcation, the notation that expressed it, the logicist project, and the extension of mathematical notions like function and argument to natural language. The long-awaited Cambridge Companion to Frege is a compendium of Fregean scholarship that rigorously explores these and similar topics; editors Thomas Ricketts and Michael Potter have compiled a comprehensive collection of fourteen essays that individually provide focused appraisals of a number of Frege’s most substantial insights. On the advice of this journal’s editor, I have limited my review to the connections (or rather dissimilarities ) that exist between Frege and Russell, relying exclusively on Peter Hylton ’s contribution to the collection, “Frege and Russell”. Following a brief consideration of the volume as a whole, I move immediately into a detailed explication of Hylton’s analysis. The volume includes among its goals the following two aims: (i) to provide, for advanced students and specialists, a conspectus of recent interpretation of Frege, and (ii) to dispel the intimidation felt by readers who confront a diUcult thinker.2 I single out these ambitions because they most clearly represent the volume’s strengths and shortcomings. Enthusiasts of Frege will not be disappointed by the multitude of rigorously and technically written essays, essays that contribute substantially and originally to the collective understanding of Frege and his work. For instance, Thomas Ricketts provides a thoughtful and thorough analysis—an analysis that moves well beyond mere explication—of Frege’s concept/object distinction, in particular its relevance for Frege’s Context Principle and logicism more generally. Similarly, Richard Heck addresses a number of central yet largely unexplored issues pertaining to the overall signiWcance of February 19, 2011 (11:48 am) E:\CPBR\RUSSJOUR\TYPE3002\russell 30,2 040 red.wpd Reviews 163 3 I strongly encourage that non-specialists augment The Cambridge Companion to Frege with Joan Weiner’s Frege Explained: from Arithmetic to Analytic Philosophy (Chicago : Open Court, 2004), one of the best available introductory texts on Frege. 4 The essay in fact was available as early as 2005 in Hylton’s Propositions, Functions, and Analysis: Selected Essays on Russell’s Philosophy (New York, ny: Oxford U. P., 2005). The editors of The Cambridge Companion to Frege partially... (shrink)