The aim of this paper is to apply inductive logic to the field that, presumably, Carnap never expected: legal causation. Legal causation is expressible in the form of singular causal statements; but it is distinguished from the customary concept of scientific causation, because it is subjective. We try to express this subjectivity within the system of inductive logic. Further, by semantic complement, we compensate a defect found in our application, to be concrete, the impossibility of two-place predicates (for (...) causal relationship) in inductive logic. (shrink)

In his recent book, Causation: A Realistic Approach , Michael Tooley discusses the following thesis, which he calls the ‘thesis of the Humean Supervenience of Causal Relations’: The truth values of all singular causal statements are logically determined by the truth values of statements of causal laws, together with the truth values of non-causal statements about particulars . represents one version of the ‘Humean’ idea that there is no more factual content to the claim that two (...) particular events are causally connected than that they occur, instantiate some law or regularity, and perhaps bear some appropriate non-causal to each other. This is an idea that is tacitly or explicitly assumed in most familiar accounts of singular causal statements. For example is assumed by many probabilistic theories of singular causal statements, by theories which attempt to analyse singular causal statements in terms of necessary and sufficient conditions, and, as I shall argue below, by David Lewis' counterfactual theory. (shrink)

In uttering negative existential sentences, we do not mention but use an empty singular term. A pretense account explains the use in terms of pretense. I argue that our understanding of negative existential statements can be successfully explained by Crimmins’ theory of shallow pretense if it is supplemented and reconstructed properly. First, I explain the notion of shallow pretense and supplement Crimmin’s theory with an Evansian account that we immediately grasp the phenomenology of what is pretended without a (...) conscious effort to imagine the condition under which what is pretended can be true. Thus, shallow pretense does not consist in the counterintuitive meta-representation of the fact of pretense. Second, against the objection to Crimmins’ distinction between utterance truth-condition and modal content that it is ad hoc, I argue that there is good reason to hold the distinction for the semantics of belief reports. Finally, I argue that the distinction has a merit of explaining our intuition about the epistemic possibility associated with our use of an empty singular term. (shrink)

One puzzling feature of talk about properties, propositions and natural numbers is that statements that are explicitly about them can be introduced apparently without change of truth conditions from statements that don't mention them at all. Thus it seems that the existence of numbers, properties and propositions can be established`from nothing'. This metaphysical puzzle is tied to a series of syntactic and semantic puzzles about the relationship between ordinary, metaphysically innocent statements and their metaphysically loaded counterparts, (...) class='Hi'>statements that explicitly mention numbers, properties and propositions, but nonetheless appear to be equivalent to the former. I argue that the standard solutions to the metaphysical puzzles make a mistaken assumption about the semantics of the loaded counterparts. Instead I propose a solution to the syntactic and semantic puzzles, and argue that this solution also gives us a new solution to the metaphysical puzzle. I argue that instead of containing more semantically singular terms that aim to refer to extra entities, the loaded counterparts are focus constructions. Their syntactic structure is in the service of presenting information with a focus, but not to refer to new entities. This will allow us to spell out Frege's metaphor of content carving. (shrink)

The most elaborate recent accounts of truthlikeness (verisimilitude) apply this notion primarily to generalizations in first-order languages with qualitative predicates. This paper outlines a new approach to the definition of truthlikeness for quantitative statements, including singular statements (point estimation), interval statements (interval estimation), and quantitative laws. In the case of laws, the basic issue is reduced to the topological problem of measuring the distance between two real-valued functions. The solution of this problem makes it possible to (...) define also the notion of approximate truth for quantitative laws. (shrink)

According to the standard view, alethic (or modal) statements are intensional in that the Principle of Substitution (PS) fails for them -- e.g. substituting 'nine' in "Necessarily, nine is composite" with the co-referring 'the number of planets' turns this statement from true to false. It is argued in the paper that we could avoid ascribing intensionality to alethic statements altogether by separating between singular and functional uses of definite descriptions: on the singular use the description given (...) above amounts to 'the actual number of planets', which is salva veritate substitutable to 'nine' in all alethic statements; on the functional use, in turn, that description is really a function from possible worlds to numbers, and thus the Principle of Substitution is not violated in this case either, since such a function cannot be held to be co-referential with 'nine'. (shrink)

Neurath's proposal for the form of protocol statements explicates the multiple embedding of a singular sentence as specifying different conditions for the acceptance of such a sentence as a bona fide scientific datum. Before theories are accepted or rejected in the light of such evidence, however, a further condition must be met which Neurath did not formalize. The different conditions are discussed and shown to constitute a naturalistic theory of scientific data and a pragmatic theory of theory acceptance.

Epistemologists take themselves to disagree about whether there are situations where it is rational for one to believe that p and rational for one to believe that one’s evidence does not support p (rational akrasia). The embedded sentence ‘one’s evidence does not support p’ can be interpreted in two ways, however, depending on what the semantic contribution of ‘one’s evidence’ is taken to be. ‘One’s evidence’ might be seen as a sheer indexical or as a descriptive singular term. The (...) first interpretation makes the relevant kind of rational akrasia impossible, whereas the second one makes it possible. But the proposition that is taken to be expressed by ‘one’s evidence does not support p’ by each of these interpretations is not the same. We thus have a rational reconstruction of views that are labeled as being for and against the possibility of rational akrasia according to which they do not really contradict each other. (shrink)

This empirical study explores aspects of how companies that are positively recognized by their workforce as “Best Companies to Work For” convey the underlying principles of their “trustworthy” culture. The study examines the normative ethical frameworks and affective language utilized in the ethics statements. Although multiple studies have considered normative ethical frameworks in individual ethical decision making, few have considered normative ethical frameworks in organization ethics statements. In addition, this study expands the analysis to include the ethic of (...) care. Of the “Best Companies to Work for” in this study, 93 had accessible online ethics statements. Findings indicated 70 % of the ethics statements utilized combinations of three types of normative ethics studied, while 30 % used a single framework. In statements with combined frameworks, the deontological framework had the highest frequency, while the ethic of care was present in 33 % of statements and the teleological framework had the lowest frequency. In ethics statements with a singular framework, the framework rankings were consistent with findings for combined frameworks. Using the Dictionary of Affect in Language, there were statistically significant differences on pleasantness between statements that mentioned ethic of care and those that did not. This study sheds light on how these trustworthy companies communicate by publishing their ethics statements and by using a multidimensional approach in their ethics statements that has greater pleasantness when an ethic of care is utilized. (shrink)

The paper gives a historically informed reconstruction of Frege's view of statements of number. The reconstruction supports Frege's claim that a statement can be 'about a concept' although it does not contain a singular term referring to the concept. Hence, Frege's philosophy of number is not subject to the problems Frege sees for singular reference to concepts.

The author defends a combination of Strawson’s account of definite descriptions as devices of singular reference par excellence with the Russellian truth-evaluation of utterances of sentences with descriptions. The complex Russellian proposition is, according to the author’s view, introduced by such utterances into communication as a by-product of the instrumental side of an attempt to make a singular statement. This, precisely like the instrumental aspects of similar attempts exploiting names or demonstratives has to be reflected by analysis but (...) should not be confused with the communicative function of utterances. The success of all these attempts depends on the fulfilment of empirical conditions of various types, given by semantics of descriptions, names or demonstratives . But their communicative function does not consist in claiming that these conditions are fulfilled.The author agrees with Strawson that the first two conjuncts of the complex Russellian proposition are introduced into communication as presuppositions: but argues in favour of defining presupposition in normative, rather the intentional terms. (shrink)

It is of common use in modern Venn diagrams to mark a compartment with a cross to express its non-emptiness. Modern scholars seem to derive this convention from Charles S. Peirce, with the assumption that it was unknown to John Venn. This paper demonstrates that Venn actually introduced several methods to represent existentials but felt uneasy with them. The resistance to formalize existentials was not limited to diagrammatic systems, as George Boole and his followers also failed to provide a satisfactory (...) symbolic representation for them. This difficulty points out issues that are inherent to the very nature of existentials. This paper assesses the various methods designed for the representation of existential statements with Venn diagrams. First, Venn’s own attempts are discussed and compared with other solutions proposed by his contemporaries and successors, notably Lewis Carroll and Peirce. Since disjunctives hold an important role in an effective representation of existentials, their representation is also discussed. Finally, recent methods for the diagrammatic representation of existing individuals, rather than mere existence, are surveyed. (shrink)

Contemporary orthodoxy affirms that singular terms cannot be predicates and that, therefore, ‘is’ is ambiguous as between predication and identity. Recent attempts to treat names as predicates do not challenge this orthodoxy. The orthodoxy was built into the structure of modern formal logic by Frege. It is defended by arguments which I show to be unsound. I provide a semantical account of atomic sentences which draws upon Mill's account of predication, connotation and denotation. I show that singular terms (...) may be predicates, that it is highly implausible that there is an ‘is’ of identity in natural languages, and that modern formal logic is deficient in that it cannot recognize sentences, including singular existentials, in which singular terms are predicates, or inferences which depend upon the logical role rather than the logical category of expressions. (shrink)

The author contends that the analogies between "the logical roles of singular and universal statements" are important but do not "justify the conclusion that singular statements are reducible to propositions" of the forms a, E, I, And o. (staff).

A perplexity about singular existence statements is that for their negations to be true their subject terms do not name anything. For example, in ‘Pegasus does not exist’ ‘does not exist’ is not said in respect to the referent of ‘Pegasus’ since there is none. But, then, in respect to what is that said? The paper answers the question by proposing a metalinguistic interpretation of singular existence statements, according to which singular existence statements are (...) about names. It is argued that this interpretation fits in well with Frege’s views on existence, presupposition, and his idea that names have senses. (shrink)

Most direct reference theorists about indexicals and proper names have adopted the thesis that singular propositions about physical objects are composed of physical objects and properties.1 There have been a number of recent proponents of such a view, including Scott Soames, Nathan Salmon, John Perry, Howard Wettstein, and David Kaplan.2 Since Kaplan is the individual who is best known for holding such a view, let's call a proposition that is composed of objects and properties a K-proposition. In this paper, (...) I will attempt to show that a direct reference view about the content of proper names and indexicals leads very naturally to the position that all singular propositions about physical objects are K-propositions.3 Then, I will attempt to show that this view of propositions is false. I will spend the bulk of the paper on this latter task. My goal in the paper, then, is to show that adopting the direct reference thesis comes at a cost problems the view has with problems such as opacity and the significance of some identity statements; it comes at even more of a cost). (shrink)

My dissertation consists of three essays in the Metaphysics of Modality: In "A Puzzle about Truth and Singular Propositions," I consider two theses that seem to be true and then an argument for the conclusion that they form an inconsistent pair. One thesis is that a proposition that is singular with respect to a given object implies that the object exists. This is so because the proposition predicates something of the object. The other thesis is that some propositions (...) are true with respect to possible worlds in which they do not exist. An example is the negation of the proposition that Socrates is wise. This proposition is true with respect to possible worlds in which Socrates does not exist, but it does not exist in those worlds. ;In "Actualism, Ontological Dependence, and Possible Worlds," I consider Actualism, the doctrine that every possible object is an actual object. Plantinga has argued that the actualist is committed to the existence of unexemplified essences if he analyzes statements of modality by quantifying over possible worlds and over members of their domains. I argue that the actualist is committed to the existence of unexemplified essences even if he paraphrases statements of modality by quantifying only over possible worlds and actual objects. ;In "Possibilism and the Nature of Actuality," I consider Possibilism, the doctrine that there are possible objects that are not actual objects. Possibilism seems to be a coherent ontological doctrine. It is not Meinong's doctrine that there are objects of which it is true to say that there are no such objects. If one fails to distinguish between these two doctrines, then one's attempt to refute Possibilism might amount to an attack on a blatant contradiction. I illustrate this claim by arguing that the distinction between Possibilism and Meinong's doctrine has eluded Plantinga. I then consider the view that Possibilism is a consequence of Lewis's doctrine that 'actual' is an indexical term. I also argue that the sense in which Lewis said that 'actual' is indexical is an esoteric sense of the word, not a sense it ordinarily has. (shrink)

In Frege’s Puzzle, Nathan Salmon argues that his theory of singular propositions enables him to refute Saul Kripke’s claim that some identity statements are necessary and yet a posteriori. In this paper, through a critical examination of Salmon’s rejoinders to my earlier objections to his argument, I show what implications the theory of singular propositions has for the notion of apriority. I argue that Salmon’s handling of the ‘trivialization problem,’ which presents serious difficulties for his ‘absolute’ account (...) of apriority, leaves a great deal to be desired. I suggest, in conclusion, that the theorist of singular propositions should hold a relative view of apriority. (shrink)

In elementary logic textbooks, Venn diagrams are used to analyze and evaluate the validity of syllogistic arguments. Although the method of Venn diagrams is shown to be a powerful analytical tool in these textbooks, it still has limitations. On the one hand, such method fails to represent singular statements of the form, “a is F.” On other hand, it also fails to represent identity statements of the form, “a is b.” Because of this, it also fails to (...) give an account of the validity of some obviously valid arguments that contain these types of statements as constituents. In this paper, owing to the developments in the literature on Venn diagrams, we offer a way of supplementing the rules of the Venn diagram found in textbooks, and show how this retooled Venn diagram technique could account for the problem cases. (shrink)

REF is the statement that every stationary subset of a cardinal reflects, unless it fails to do so for a trivial reason. The main theorem, presented in Sect. 0, is that under suitable assumptions it is consistent that REF and there is a κ which is κ+n -supercompact. The main concepts defined in Sect. 1 are PT, which is a certain statement about the existence of transversals, and the “bad” stationary set. It is shown that supercompactness (and even the failure (...) of PT) implies the existence of non-reflecting stationary sets. E.g., if REF then for manyλ ⌝ PT(λ, ℵ1). In Sect. 2 it is shown that Easton-support iteration of suitable Levy collapses yield a universe with REF if for every singular λ which is a limit of supercompacts the bad stationary set concentrates on the “right” cofinalities. In Sect. 3 the use of oracle c.c. (and oracle proper—see [Sh-b, Chap. IV] and [Sh 100, Sect. 4]) is adapted to replacing the diamond by the Laver diamond. Using this, a universe as needed in Sect. 2 is forced, where one starts, and ends, with a universe with a proper class of supercompacts. In Sect. 4 bad sets are handled in ZFC. For a regular λ {δ<+ : cfδ<λ} is good. It is proved in ZFC that ifλ=cfλ>ℵ1 then {α<+ : cfα<λ} is the union of λ sets on which there are squares. (shrink)

Unlike any other monograph on legal liability, Michael S. Moore’s book CAUSATION AND RESPONSIBILITY contains a well-informed and in-depth discussion of the metaphysics of causation. Moore does not share the widespread view that legal scholars should not enter into metaphysical debates about causation. He shows respect for the subtleties of philosophical debates on causal relata, identity conditions for events, the ontological distinctions between events, states of affairs, facts and tropes, and the counterfactual analysis of event causation, and he considers all (...) these issues relevant to law. In this contribution, I defend an amended version of the COUNTERFACTUAL theory of event causation both against Moore’s criticism and against some traits of Lewis’s version of the theory. On a number of counts, I simply defend Lewis against Moore’s misdirected criticism. Moore’s unreasonable demand that all the commonplaces about causation have to FOLLOW from the counterfactual analysis rests on his mistaken claim that the counterfactual theory IDENTIFIES causation with counterfactual dependence. In other respects, I part company with Lewis in order to highlight some underrated strengths of the counterfactual approach. The common denominator of my revisions is that they make the counterfactual theory unambiguously singularist. The suggested revisions comprise: performing the counterfactual analysis with Davidsonian rather than with Lewisian events, taking seriously the ex post-character of singular causal statements, making explicit the indexical ceteris paribus clause that fixes the actual circumstances of the causing event, abandoning the alleged transitivity of causation, and, last but not least, doing everything in the correct order. The correct order is to start with bedrock intuitions about the nature of causality rather than with a general possible world semantics, and then to turn these intuitions into constraints for the class of counterfactuals that a counterfactual analysis of causation has to consider. (shrink)

What is it about the concept of absurdity that allows it to be applied to everything from the nature of existence to statistical methodologies to slapstick comedy? This article seeks an answer in the structure of how we experience the phenomena regularly cited to substantiate absurdity claims, namely those putatively labeled ‘confusing,’ ‘humorous,’ or both. Taking its cue from evolutionary and phenomenological accounts of humor and confusion, and responding to the canonical statements of Albert Camus and Thomas Nagel, the (...) essay proposes that certain structures of experience parallel the structure of absurdist arguments. (shrink)

Explanation is usually taken to be a relation between certain entities. The aim of this paper is to discuss what entities are suitable as explanatory relata of singular causal explanations, i.e., explanations concerning singular causality relating particular events or other appropriate entities. I outline three different positions. The purely causal approach stipulates that the same entities that are related in the singular causal relation are also linked by the explanatory relation. This position, however, has a problem to (...) distinguish between causation and explanation, two distinct relations allegedly obtaining between the same entities. The linguistic approach states that explanatory relata are linguistic entities of some sort, e.g., statements, propositions, etc. There are various versions of this position. I deal with two of them and try to show that they are unsatisfactory because they transform explanation into some other type of relation. On the first version, explanation is very close to interpretation or clarification of intension and on the second version it seems to be indistinguishable from an evidential relation or justification. I consider these transformations in understanding explanation unnecessary, and consequently reject linguistic views of explanatory relata. The most promising proposal concerning explanatory relata seems to be the mixed view, according to which propositions explain events or other fitting extra-linguistic entities. (shrink)

Starting with two enigmatic statements from the Thor Seminar (1969): ‘With the Ereignis, it is no longer Greek at all’; ‘One of the best ways to access the Ereignis would be to look into the essence of the Gestell’ (the enframing, the device, the whole constellation of the Stellen, Bestellen), this contribution critically examines the interpretations/translations of the Ereignis in terms of an event. While Heidegger still thinks of the Ereignis in terms of the ‘destinical sending’ (Geschick, Schicken), this, (...) far from being inscribed in a temporal dimension, opens up a space of joined relationships (the Ereignis understood as Verhaltnis aller Verhaltnisse) brought together in the crossing (Vierung, in the sense of the crossing of ogives) which holds and maintains together the agreement of the Four: Earth - Heaven, Mortals - Immortals). This explains how the Ge-Stell can be seen as the (photographic) negative of the Ereignis. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:GOD'S KNOWLEDGE OF FUTURE CONTINGENT SINGULARS: A REPLY THEODORE J. KoNDOLEON Villanova University Villanova, Pennsylvania I N A RECENT article in The Thomist William Lane Craig has discussed certain aspects of Saint Thomas's teaching on God's knowledge of creatures. While for Craig Saint Thomas's concept of God's knowledge of vision (scientia visionis) is not fatalistic, his concept of God's knowledge of approbation (i.e., God's causal knowledge) is.1 Craig believes (...) that this latter type of divine knowledge implies fatalism since, on his reading, its causality determines everything that takes place in this universe. In developing his argument Craig makes a number of statements (and arguments) which are not only at variance with Saint Thomas's expressed thought but which, I believe, are also clearly mistaken. Some of his errors are of a trivial sort and may in part be due to the fact that he occasionally misspeaks himself. One can single out in this regard his statement, on page 78, that "God's knowledge does not necessitate an effect because an effect may be impeded by its secondary cause," and also his observation, on page 79, that "God's knowledge is the cause of everything God knows." 2 However, there are a number of more 1 See William Lane Craig, "Aquinas on God's Knowledge of Future Contingents," The Thomist, 54 (January 1990): 33-79. For his discussion of Thomas's teaching on God's knowledge of vision see particularly pp. 32-67; on Aquinas's teaching on God's causal knowledge, pp. 68-79. 2 Contrary to Craig's way of stating this, Aquinas never speaks about an effect being impeded by its secondary cause. Rather, a contingent cause may be impeded from producing its effect by the intervention of another secondary cause. Examples would be frost preventing the production or development of the fruit of certain plants, or a drug preventing the development of a normal embryo. For Aquinas's discussion of a contingent cause see De veritate, q. 2, a. 12, c. and also Summa contra Gentiles, Book I, chap. 67. Concerning 117 118 THEODORE J. KONDOLEON serious errors to be found in his discussion of God's knowledge of creatures, and it is to these that I would like to address this reply. I. In discussing the topic of God's knowledge of future contingent singulars, Craig considers Saint Thomas's explanation as to how it is possible for God to know what is future and contingent (i.e., something which, from the standpoint of its proximate cause, can either come to be or not come to be). As generally known, his explanation points out that while what is future and contingent with respect to its proximate cause(s)-and thus also from our vantage point-is something indeterminate in being and therefore in truth and knowability, as falling within the scope of God's eternal knowledge it is something already present (and thus determined to one of two opposites) and, consequently, can be known with certitude.3 In this Thomistic view, then, there is no past or future in God's knowledge of created things; everything is known at once and as present. At this point in his discussion, when he has yet to consider Saint Thomas's position that God's knowledge of things is also a causal knowledge (i.e., a knowledge which involves God's will as First Cause of His creatures and their actions), Craig claims that Saint Thomas employs the Boethian notion of God's eternity, and thus of His timeless knowledge, in order to " defuse the threat of fatalism." ' He holds this view because, he argues, otherwise, i.e., if God's knowledge were something past with respect to a future contingent singular (so that God could be said to " foreknow " it), that future would be something which would necessarily come to be-either that or else God could be mistaken-and therefore not truly Craig's second observation, it is not true to say, even of God's causal knowledge, that God's knowledge is the cause of everything God knows since God knows many things He will never cause... (shrink)

At the opening of the first volume of his Deconstruction of Christianity, Nancy argues that “The much discussed ‘return of the religious,’ which denotes a real phenomenon, deserves no more attention than any other ‘return’” (1). This statement may seem paradoxical in light of Nancy’s extensive study of the logic of the return – including, of the divine – in texts such as “Of Divine Places,” Noli me tangere, Dis-Enclosure and Adoration. Nancy does pay considerable attention to something that, according (...) to him, deserves none. In this paper, I examine Nancy’s critique of the “return of religion” in detail and argue that it would be a mistake to assume that Nancy’s understanding of the logic of the “return” is limited to the – largely uninteresting and even dangerous, indeed – return of the Same, just as it is a mistake to assume that the phenomenon known as the “return of religion” merely consists of the dialectical resurgence of a past religious fervour, a step backwards in history. According to Nancy, religion today returns in a way that radically breaks with the logic of the return of the Same and testifies to an eternal return of difference which, paraphrasing Nancy, opens religion to the limitlessness that constitutes its truth. It does, therefore, deserve our attention, yet only insofar as, paraphrasing Nancy, it opens religion to the limitlessness that constitutes its truth (Dis-Enclosure 1), thereby providing us with new resources to think religion in the singular-plural today. (shrink)

The difficulties encountered by attempts to treat identity as a relation between an object and itself are well-known: "...the sentence 'The morning star is...the morning star' is analytic and a truism, while...'The morning star is the evening star' is synthetic and represents a 'valuable extension of our knowledge'... But if {the morning star} and {the evening star} are the same object, and identity is taken as a relation holding between this object and itself, then it is impossible to explain how (...) the two sentences can differ in cognitive content... ". Russell's solution to these difficulties rejects the identification of logical with grammatical form, in effect denying that such sentences assert relations between the morning star and itself. The logical representations which the Russellian proposes, contain quantifiers, predicate letters, and individual variables, but no expressions standing for particulars. The Fregean solution, while admitting logical representations whose nominal expressions stand for particulars, insists that the meaning of such expressions is different from their reference. Frege-Russell analyses thus both deny that the morning star is involved qua particular in the meaning of the sentences in question. ;Rather than replace the morning star as ontological subject of these sentences, I suggest that their difference in meaning arises from the kind of particular that the identity-relation relates--a particular which, unlike its Frege-Russell counterpart, is two-sided and multi-faceted. Such a particular requires an ambiguous singular term. In Chapter 1, I utilize such a term to provide a surfacist account of belief-context ambiguity requiring neither differences in relative scope nor distinctions between sense and reference. In Chapter 2, I go on to provide an account of negative existentials, necessity- and identity-statements which resolves philosophical problems that Russell-Frege analyses only avoid. To solve these problems, I show that it is necessary to reject two canons of philosophical logic, the Law of Identity and the Indiscernibility of Identicals. (shrink)

It is a traditional empiricist doctrine that natural laws are universal truths. In order to overcome the obvious difficulties with this equation most empiricists qualify it by proposing to equate laws with universal truths that play a certain role, or have a certain function, within the larger scientific enterprise. This view is examined in detail and rejected; it fails to account for a variety of features that laws are acknowledged to have. An alternative view is advanced in which laws are (...) expressed by singular statements of fact describing the relationship between universal properties and magnitudes. (shrink)

A brief historical comment on scientific knowledge as Socratic ignorance -- Some critical comments on the text of this book, particularly on the theory of truth Exposition [1933] -- Problem of Induction (Experience and Hypothesis) -- Two Fundamental Problems of the Theory of Knowledge -- Formulation of the Problem -- The problem of induction and the problem of demarcation -- Deductivtsm and Inductivism -- Comments on how the solutions are reached and preliminary presentation of the solutions -- Rationalism and empiricism-deductivism (...) and inductivism -- The possibility of a deductivist psychology of knowledge -- The Problem of Induction -- The infinite regression (Hume's argument) --The inductivist positions -- The Normal-Statement Positions -- The normal-statement positions: naive inductivism, strict positivism and apriorism -- Critique of strict positivism - twofold transcendence of natural laws -- The transcendental method - presentation of apriorism -- Critique of apriorism -- Kant and Fries -- Supplement to the critique of apriorism. (Psychologism and transcendentalism in Kant and Fries.-On the question of the empirical basis.) -- Probability Positions -- The probability positions - subjective belief in probability -- Statements about the objective probability of events -- Probability as an objective degree of validity of universal empirical statements -- One way of more closely defining the concept of the probability of a hypothesis (primary and secondary probability of hypotheses). The concept of simplicity -- The concept of the corroboration of a hypothesis - positivist, pragmatist and probabilistic interpretations of the concept of corroboration -- The infinite regression of probability statements -- Pseudo-Statement Positions -- The pseudo-statement positions: new formulation of the problem -- Natural laws as "instructions for the formation of statements" -- "True - false" or "useful - useless"? Consistent pragmatism --Difficulties of consistent pragmatism -- Tool and schema as purely pragmatic constructs -- Natural laws as propositional functions -- Conventionalism -- The pseudo-statement positions will temporarily be put away: conventionalism -- The three interpretations of axiomatic systems. (The circle of problems surrounding conventionalism) -- Conventionalist implicit and explicit definitions Propositional function and propositional equation -- Conventionalist propositional equations as tautological general implications -- Can axiomatic-deductive systems also be understood as consequence classes of pure propositional functions (of pseudo-statements)? -- The coordinative definitions of empiricism: synthetic general implications -- Conventionalist and empiricist interpretations, illustrated by the example of applied geometry -- Strictly Universal Statements and Singular Statements -- Implication and general implication -- General implication and the distinction between strictly universal and singular statements -- Universal concept and individual concept-class and element -- Strictly universal statements-the problem of induction and the problem of universals -- Comments on the problem of universals -- Back to the Pseudo-Statement Positions -- Return to the discussion of the pseudo-statement positions -- Symmetry or asymmetry in the evaluation of natural laws? -- The negative evaluation of universal statements. Critique of the strictly symmetrical interpretation of pseudo-statements -- An infinite regression of pseudo-statements -- An apriorist pseudo-statement position -- Interpretation of the critique up to this point; comments on the unity of theory and practice -- A last chance for the pseudo-statement positions -- Pseudo-Statement Positions and the Concept of Meaning -- The concept of meaning and logical positivism -- The concept of meaning and the demarcation problem-the fundamental thesis of inductivism -- Critique of the inductivist dogma of meaning -- Fully decidable and partially decidable empirical statements-the antinomy of the knowability of the world. (Conclusion of the critique of the pseudo-statement positions.) -- The dialectical and the transcendental corroboration of the solution -- Is the problem of induction solved? (shrink)

Timothy Williamson offers a proof of the counterintuitive claim that, if an object exists, then it exists necessarily. David Wiggins argues that this result reveals the philosophical disadvantage of a first level (or ‘ticking over’) view of the very ‘exists’ and the advantage of the second level account offered by Frege and Russell. The author seeks to show how, using an idea of G. Evans but without the use of the resources of ‘free logic’, all occurrences of ‘exist’, including its (...) occurrence in true, negative existential, singular statements, can be accommodated to the Frege–Russell view and accorded the intuitively required modal status. (shrink)

Theorems of arithmetic are used, perhaps essentially, to reach conclusions about the natural world. This applicability can be explained in a natural way by analogy with the applicability of statements of law to the world. ;In order to carry out an ontological argument for my thesis, I assume the existence of universals as a working hypothesis. I motivate a theory of laws according to which statements of law are singular statements about scientific properties. Such statements (...) entail generalizations about instances of those properties. My task, then, is to show that theorems of arithmetic, in application, are similar to statements of law in this respect. On the basis of my working hypothesis, I argue that there are inclining reasons to think that cardinal numbers are scientific properties whose instances occur in the natural world. The works of Mill, Frege and Benacerraf play central roles in these arguments. ;In general, I urge that there are no conclusive epistemological or ontological factors which preclude arithmetical truths from being laws of nature. Consequently, I think we can extend any semantic theory which is adequate for statements of law to theorems of arithmetic. This would apply even to a theory of predication which does not involve commitment to universals. So, to the degree that my argument succeeds with the working hypothesis, it also supports the unconditioned thesis that arithmetical truths are laws of nature. (shrink)

Topics discussed include Aristotle's semantics, individuation, essentialism, causation, & being. Contents: The Aporematic Approach to Primary Being in Metaphysics Z. Aristotle's Semantics & a Puzzle Concerning Change. Aristotle & Individuation. Singular Statements & Essentialism in Aristotle. What is Aristotle's Theory of Essence?. Aristotle on the Proximate Efficient Cause of Action. Causes as Necessary Conditions: Aristotle, Alexander of Aphrodisias & J.L. Mackie.

According to the backing law account of causation a singular causal claim is to be analyzed (or “justified”) by reference to a suitable nomic theory which, together with the given singular statement describing a cause, deductively supports or explains the statement describing the effect. This backing law (or deductive-nomological) account of singular causation has recently become the target of several kinds of criticism. First, the possibility of giving a detailed and elaborate account of the required nomic or (...) explanatory backing has been doubted. Secondly, it has been claimed that the deductive-nomological account is bound to lead to unacceptable ontological difficulties (see Kim [1969] and [1973a]). Thirdly, it has been argued that the backing law account fails to give a satisfactory analysis of certain conditional or counterfactual aspects of causation (see Lewis [1973b]). Fourthly, it has been claimed that this approach does not work at least within the social and historical sciences as there are no laws and theories of the required sort to be found there. (shrink)

In this paper, I present a simple and straightforward logic of induction: a consequence relation characterized by a proof theory and a semantics. This system will be called LI. The premises will be restricted to, on the one hand, a set of empirical data and, on the other hand, a set of background generalizations. Among the consequences will be generalizations as well as singular statements, some of which may serve as predictions and explanations.

This paper proposes to carve out a new position in the scientific realism/antirealism debate and argue that it captures some of the most important realist and some of the most important antirealist considerations. The view, briefly stated, is that there is always a fact of the matter about whether the singular statements science gives us are literally true, but there is no fact of the matter about whether the non-singular statements science gives us are literally true. (...) I call this view singularist semirealism. Singularist semirealism sides with scientific realism with regards to singular statements but it is an antirealist view with regards to non-singular statements. In this sense, singularist semirealism could be considered to be ‘the best of both worlds’. 1 Introduction2 Truth and Correctness3 Property-Tokens and Property-Types4 Singularist Semirealism5 Encouragement from Actual Scientific Practice6 Some Potentially Worrying Consequences of Singularist Semirealism7 Some Promising Consequences of Singularist Semirealism8 Conclusion: Theory Change. (shrink)

In this paper I present a simple and straightforward logic of induction: a consequence relation characterized by a proof theory and a semantics. This system will be called LI. The premises will be restricted to, on the one hand, a set of empirical data and, on the other hand, a set of background generalizations. Among the consequences will be generalizations as well as singular statements, some of which may serve as predictions and explanations.

In a recent article [4], Fred I. Dretske has proposed a new analysis of natural laws. Dretske rejects the more or less standard view which says that laws are universal truths with a special function or status in science. As an alternative account, he suggests that laws are expressed by singular statements describing the relationship between universal properties and magnitudes: the statement It is a law that F's are G's3.is to be analysed as F-ness ↦ G-ness.I shall argue, (...) however, that Dretske's reasons for rejecting the standard account are not conclusive. Moreover, his own proposal seems to be either inadequate or reducible to that version of the standard account which takes laws to be nomically necessary generalizations. (shrink)

This paper points out a tension between Agustín Rayo's criteria for singulartermhood and his explicit views on the status of Hybrid Identities, that is, identity statements that use singular terms from two different Systems of Representation, such as "7=Julius Caesar" or more suggestively "I am b" where "b" is a singular term referring to my brain. It argues that non-trivial Hybrid Identities are common and important in philosophy and elsewhere, and it suggests a friendly alternative that involves (...) treating Hybrid Identities on the model of Rayo's "Just Is" statements. The last section of the paper points out that even this friendly alternative has counterintuitive consequences when combined with the metaphysical conventionalism that Rayo finds attractive, when it comes to questions of personal identity over time. (shrink)