Quasi-truth (a.k.a. pragmatic truth or partial truth) is typically advanced as a framework accounting for incompleteness and uncertainty in the actual practices of science. Also, it is said to be useful for accommodating cases of inconsistency in science without leading to triviality. In this paper, we argue that the formalism available does not deliver all that is promised. We examine the standard account of quasi-truth in the literature, advanced by da Costa and collaborators in (...) many places, and argue that it cannot legitimately account for incompleteness in science. We shall claim that it conflates paraconsistency and paracompleteness. It also cannot properly account for inconsistencies, because no direct contradiction of the form S ∧ ¬S can be quasi-true according to the framework; contradictions simply have no place in the formalism. Finally, we advance an alternative interpretation of the formalism in terms of dealing with distinct contexts where incompatible information is dealt with. This does not save the original program, but seems to make better sense of the apparatus. (shrink)

Quasi-truth is a formal approach to a pragmatically-oriented view of truth. The basic plan motivating the framework consists in providing for a more realistic account of truth, accommodating situations where there is incomplete information, as typically happens in the practice of science. The historical sciences are a case in hand, where incomplete information is the rule. It would seem, then, that the quasi-truth approach would be the most appropriate one to deal with historical sciences, (...) then. In this paper, we explore this possibility and use the historical sciences as a test case for the approach of quasi-truth. Our claim is that, on what concerns historical sciences, the quasi-truth approach fails in two basic senses; first, by misrepresenting some cases concerning incomplete information, and second, by falling short of accounting for many features of incomplete information peculiar to historical sciences. We conclude that, despite its stated goals, quasi-truth must be either amended or substituted if the goal of a more faithful representation of scientific practice is to be achieved. (shrink)

In 1986, Mikenberg et al. introduced the semantic notion of quasi-truth defined by means of partial structures. In such structures, the predicates are seen as triples of pairwise disjoint sets: the set of tuples which satisfies, does not satisfy and can satisfy or not the predicate, respectively. The syntactical counterpart of the logic of partial truth is a rather complicated first-order modal logic. In the present article, the notion of predicates as triples is recursively extended, in a (...) natural way, to any complex formula of the first-order object language. From this, a new definition of quasi-truth is obtained. The proof-theoretic counterpart of the new semantics is a first-order paraconsistent logic whose propositional base is a 3-valued logic belonging to hierarchy of paraconsistent logics known as Logics of Formal Inconsistency, which was proposed by Carnielli and Marcos in 2002. (shrink)

Throughout the last two decades, Newton da Costa and his collaborators have developed some frameworks to help the interpretation of science. Two of them are particularly noteworthy: partial structures and quasi-truth (that provide a way of accommodating the openness and partiality of scientific activity), and quasi-set theory (that allows one to take seriously the idea, put forward by several physicists, that we can't meaningfully apply the notion of identity to quantum particles). In this paper I explore the (...) interconnection between these two frameworks. After reviewing the extant formulations of quasi-truth and quasi-set theory, I suggest a way of combining them, advancing a formulation of quasi-truth in quasi-set theory. In this way, a good sense can be made of the idea that quantum mechanics, if not true, is at least quasi-true. I then explore an application of this combined framework, arguing that it provides a conceptual setting appropriate to overcome two (philosophical) difficulties in van Fraassen's modal interpretation of quantum mechanics. (shrink)

In order to develop an account of scientific rationality, two problems need to be addressed: (i) how to make sense of episodes of theory change in science where the lack of a cumulative development is found, and (ii) how to accommodate cases of scientific change where lack of consistency is involved. In this paper, we sketch a model of scientific rationality that accommodates both problems. We first provide a framework within which it is possible to make sense of scientific revolutions, (...) but which still preserves some (partial) relations between old and new theories. The existence of these relations help to explain why the break between different theories is never too radical as to make it impossible for one to interpret the process in perfectly rational terms. We then defend the view that if scientific theories are taken to be quasi-true, and if the underlying logic is paraconsistent, it's perfectly rational for scientists and mathematicians to entertain inconsistent theories without triviality. As a result, as opposed to what is demanded by traditional approaches to rationality, it's not irrational to entertain inconsistent theories. Finally, we conclude the paper by arguing that the view advanced here provides a new way of thinking about the foundations of science. In particular, it extends in important respects both coherentist and foundationalist approaches to knowledge, without the troubles that plague traditional views of scientific rationality. (shrink)

The partial structures approach has two major components: a broad notion of structure (partial structure) and a weak notion of truth (quasi-truth). In this paper, we discuss the relationship between this approach and free logic. We also compare the model-theoretic analysis supplied by partial structures with the method of supervaluations, which was initially introduced as a technique to provide a semantic analysis of free logic. We then combine the three formal frameworks (partial structures, free logic and supervaluations), (...) and apply the resulting approach to accommodate semantic paradoxes. (shrink)

In this work, the first of a series, we study the nature of informal inconsistency in physics, focusing mainly on the foundations of quantum theory, and appealing to the concept of quasi-truth. We defend a pluralistic view of the philosophy of science, grounded on the existence of inconsistencies and on quasi-truth. Here, we treat only the ‘classical aspects’ of the subject, leaving for a forthcoming paper the ‘non-classical’ part.

In order to develop an account of scientific rationality, two problems need to be addressed: (i) how to make sense of episodes of theory change in science where the lack of a cumulative development is found, and (ii) how to accommodate cases of scientific change where lack of consistency is involved. In this paper, we sketch a model of scientific rationality that accommodates both problems. We first provide a framework within which it is possible to make sense of scientific revolutions, (...) but which still preserves some (partial) relations between old and new theories. The existence of these relations help to explain why the break between different theories is never too radical as to make it impossible for one to interpret the process in perfectly rational terms. We then defend the view that if scientific theories are taken to be quasi-true, and if the underlying logic is paraconsistent, it’s perfectly rational for scientists and mathematicians to entertain inconsistent theories without triviality. As a result, as opposed to what is demanded by traditional approaches to rationality, it’s not irrational to entertain inconsistent theories. Finally, we conclude the paper by arguing that the view advanced here provides a new way of thinking about the foundations of science. In particular, it extends in important respects both coherentist and foundationalist approaches to knowledge, without the troubles that plague traditional views of scientific rationality. (shrink)

A first step is taken towards articulating a constructive empiricist philosophy of mathematics, thus extending van Fraassen's account to this domain. In order to do so, I adapt Field's nominalization program, making it compatible with an empiricist stance. Two changes are introduced: (a) Instead of taking conservativeness as the norm of mathematics, the empiricist countenances the weaker notion of quasi-truth (as formulated by da Costa and French), from which the formal properties of conservativeness are derived; (b) Instead of (...) quantifying over spacetime regions, the empiricist only admits quantification over occupied regions, since this is enough for his or her needs. (shrink)

In this paper, I explore Rosen’s ‘transcendental’ objection to constructive empiricism—the argument that in order to be a constructive empiricist, one must be ontologically committed to just the sort of abstract, mathematical objects constructive empiricism seems committed to denying. In particular, I assess Bueno’s ‘partial structures’ response to Rosen, and argue that such a strategy cannot succeed, on the grounds that it cannot provide an adequate metalogic for our scientific discourse. I conclude by arguing that this result provides some interesting (...) consequences in general for anti-realist programmes in the philosophy of science.Keywords: Constructive empiricism; Mathematical fictionalism; Partial structures; Modality. (shrink)

In a number of influential papers, Hartry Fieldhas advanced an account of truth and referencethat we might dub quasi-disquotationalism. According to quasi-disquotationalism, truth and reference are to be explained in terms of disquotationand facts about what constitute a goodtranslation into our language. Field suggeststhat we might view quasi-disquotationalism aseither (a) an analysis of our ordinarytruth-theoretic concepts of reference andtruth, or (b) an account of certain otherconcepts that improve upon our ordinaryconcepts. In this paper, I argue (...) that (i) ifthe view is understood along the lines of (a)it fails, and (ii) if it is construed along thelines of (b) it is, at best, under-motivated. (shrink)

In this journal Andy Egan argued that, contrary to what I have claimed, quasi-realism is committed to a damaging asymmetry between the way a subject regards himself and the way he regards others. In particular, a subject must believe it to be a priori that if something is one of his stable or fundamental beliefs, then it is true. Whereas he will not hold that this is a priori true of other people. In this paper I rebut Egan's argument, (...) and give further consideration to the correct way to think about our own fallibility. (shrink)

The main question addressed in this paper is whether some false sentences can constitute evidence for the truth of other propositions. In this paper it is argued that there are good reasons to suspect that at least some false propositions can constitute evidence for the truth of certain other contingent propositions. The paper also introduces a novel condition concerning propositions that constitute evidence that explains a ubiquitous evidential practice and it contains a defense of a particular condition concerning (...) the possession of evidence. The core position adopted here then is that false propositions that are approximately true reports of measurements can constitute evidence for the truth of other propositions. So, it will be argued that evidence is only quasi-factive in this very specific sense. (shrink)

This article attempts an organological and pharmacological re-interpretation of the later Heidegger’s understanding of modern technology as a provocative mode of revealing of beings, in particular of its central notions of Gestell [enframing] Gefahr [danger], Kehre [turning] and Ereignis [event]. Although these notions in principle allow us to think what is at stake currently in the Anthropocene as the age of total automation, generalized toxicity of the technical milieu and post-truth calling for a radical bifurcation, they need to be (...) reframed and re-imagined in terms of the process of exosomatization issuing from humanity’s original and necessary default of origin and situated within the perspective of entropy and negentropy, both unthought by Heidegger. Only thus will it become possible to really think and take care of what Heidegger called the danger of technology and its turning into the event as the destiny of enframing. This also requires a rethinking of Aristotle’s theory of four causes as it is invoked by Heidegger in his analysis of technology, in particular the efficient and final causes, in terms of what Deleuze called quasi-causality, here understood as the need and the obligation for mortals to make their fault come true, i.e., to make it truly happen or make it advene in truth, out of the experience of the danger as the ordeal of the necessary default. Thus becoming the anti-anthropic cause of anthropic toxicity, humans would restore final causality as quasi-causality and inaugurate, as neganthropos, the bifurcation into the Neganthropocene. (shrink)

In (2011) McLeod suggested that the first century Chinese philosopher Wang Chong 王充 may have been a pluralist about truth. In this reply I contest McLeod's interpretation of Wang Chong, and suggest "quasi-pluralism" (albeit more as an alternative to pluralism than as an interpretation of Wang Chong), which combines primitivism about the concept of truth with pluralism about justification.

A analysis of some concepts of logic is proposed, around the work of Edelcio de Souza. Two of his related issues will be emphasized, namely: opposition, and quasi-truth. After a review of opposition between logical systems [2], its extension to many-valuedness is considered following a special semantics including partial operators [13]. Following this semantic framework, the concepts of antilogic and counterlogic are translated into opposition-forming operators [15] and specified as special cases of contradictoriness and contrariety. Then quasi- (...) class='Hi'>truth [5] is introduced and equally translated as a product of two partial operators. Finally, the reflections proposed around opposition and quasi-truth lead to a third new logical concept: quasi-opposition, borrowing the central feature of partiality and opening the way to a potential field of new investigations into philosophical logic. (shrink)

The central idea of Lakatos’ quasi-empiricism view of the philosophy of mathematics is that truth values are transmitted bottom-up, but only falsity can be transmitted from basic statements. As it is falsity but not truth that flows bottom-up, Lakatos emphasizes that observation and induction play no role in both conjecturing and proving phases in mathematics. In this paper, I argue that Lakatos’ view that one cannot obtain primitive conjectures by induction contradicts the history of mathematics, and therefore (...) undermines his quasi-empiricism theory. I argue that his misconception of induction causes this view of Lakatos. Finally, I propose that Wittgenstein’s view that “mathematics does have a grammatical nature, but it is also rooted in empirical regularities” suggests the possibility to improve Lakatos’ view by maintaining his quasi-empiricism while accepting the role induction plays in the conjecturing phase. (shrink)

In this paper, I reply to Sharon Street’s objection against quasi-realism, according to which this theory is subject to a problem of unexplained coincidence between the normative truths and our evaluative attitudes. I argue that this problem cannot be applied to quasi-realism because the necessary element for it to be applied is missing in this theory: an ontological commitment towards robust normative entities. This lack of commitment allows quasi-realists to argue for a minimalist conception of normative truths, (...) and to escape the scope of the problem of unexplained coincidence. (shrink)

A canonical Gentzen-type system is a system in which every rule has the subformula property, it introduces exactly one occurrence of a connective, and it imposes no restrictions on the contexts of its applications. A larger class of Gentzen-type systems which is also extensively in use is that of quasi-canonical systems. In such systems a special role is given to a unary connective \ of the language. Accordingly, each application of a logical rule in such systems introduces either a (...) formula of the form \\), or of the form \\), and all the active formulas of its premises belong to the set \. In this paper we investigate the whole class of quasi-canonical systems. We provide a constructive coherence criterion for such systems, and show that a quasi-canonical system is coherent iff it is analytic iff it has a characteristic non-deterministic matrix which is based on some subset of the set of the four truth-values which are used in the famous Dunn–Belnap four-valued matrix for information processing. In addition, we determine when a quasi-canonical system admits cut-elimination. (shrink)

Bradley N. Seeman charges that my book, The End of Apologetics: Christian Witness in a Postmodern Context, tends toward “the idolatry of linguistic license.” I point out some ways this runs against the text of the book and then outline a Wittgensteinian approach to language and truth that is alethically “quasi-realist.” On this view truth is both epistemic, or deflationary, in the sense that it depends upon assertability conditions for its truth values, while there is also (...) a nonepistemic, realist component to truth in that these assertability conditions derive from forms of life that involve precognitive involvement with extralinguistic affairs. (shrink)

Quasi-set theory by S. French and D. Krause has been so far the most promising attempt of a formal theory of non-individuals. However, due to its sharp bivalent truth valuations, maximally fine-grained binary relations are readily found, in which members of equivalence classes are substitutable for each other in formulas salva veritate. Hence its mentioning and non-mentioning of individuals differs from existing set theory with defined identity merely by the range of nominal definitions. On a semantic level, (...) class='Hi'>quasi-set theory does not provide an interpretation with explanatory power of its language terms as non-individuals, and it is not easy to see how such an interpretation can be set up. (shrink)

This book is addresses a topic that has received little or no attention in orthodox epistemology. Typical epistemological investigation focuses almost exclusively on knowledge, where knowing that something is the case importantly implies that what is believed is strictly true. This condition on knowledge is known as factivity and it is, to be sure, a bit of epistemological orthodoxy. So, if a belief is to qualify as knowledge according to the orthodox view it cannot be false. There is also an (...) increasingly influential group of epistemologists who argue that one ought to act only on what one knows, because truth of belief is the surest way to guarantee that our actions work out as planned. They defend what is known as the knowledge norm for action. This view is typically justified in virtue of the idea that successful intentional action should stem from knowledge because knowledge is a factive propositional attitude and it is, as a result, success-prone with respect to intentional action. In other words, true beliefs that constitute knowledge are the rationally normative standard for successful acting. But, there are clearly multitudes of cases where epistemic agents operate successfully and even rationally on the basis of beliefs that are false. That this is the case is not especially controversial. Sometimes false beliefs facilitate successful action. Of course, this can be because the agent is simply lucky. However, there is something particularly important about some false beliefs that relates to successful action but not in virtue of luck. While not strictly true, the beliefs in question are close to the truth or approximately true. This gives rise to the possibility that there are knowledge-like states that play roles very similar to knowledge but which are only quasi-factive. That is to say such states imply approximate truth and do not imply strict truth. Moreover, often such beliefs facilitate successful action in virtue of their being approximately true and this suggests a much more plausible norm for successful action that encompasses both cases of rational action guided by such quasi-factive states as well as cases of rational action guided by knowledge. The thesis of this book is that quasi-factive knowledge-like states are far more common that epistemologists have acknowledge and the book introduces a theory of such states and how they give rise to a much more reasonable account of the norms for action. This involves some tricky issues concerning approximate truth, the rationality of believing not strictly true claims, the justification of approximately true beliefs, the nature of false but approximately true evidence, the norms of belief, knowledge and quasi-knowledge, etc. (shrink)

The paper explores applications of Kripke's theory of truth to semantics for anti-luck epistemology, that is, to subjunctive theories of knowledge. Subjunctive theories put forward modal or subjunctive conditions to rule out knowledge by mere luck as to be found in Gettier-style counterexamples to the analysis of knowledge as justified true belief. Because of the subjunctive nature of these conditions the resulting semantics turns out to be non-monotone, even if it is based on non-classical evaluation schemes such as strong (...) Kleene or FDE. This blocks the usual road to fixed-point results for Kripke's theory of truth within these semantics and consequently the paper is predominantly an exploration of fixed point results for Kripke's theory of truth within non-monotone semantics. Using the theory of quasi-inductive definitions we show that in case of the subjunctive theories of knowledge the so-called Kripke jump will have fixed points despite the non-monotonicity of the semantics: Kripke's theory of truth can be successfully applied in the framework of subjunctive theories of knowledge. (shrink)

I argue that not all context dependent expressions are alike. Pure (or ordinary) indexicals behave more or less as Kaplan thought. But quasi indexicals behave in some ways like indexicals and in other ways not like indexicals. A quasi indexical sentence φ allows for cases in which one party utters φ and the other its negation, and neither party’s claim has to be false. In this sense, quasi indexicals are like pure indexicals (think: “I am a doctor”/“I (...) am not a doctor” as uttered by different individuals). In such cases involving a pure indexical sentence, it is not appropriate for the two parties to reject each other’s claims by saying, “No.” However, in such cases involving a quasi indexical sentence, it is appropriate for the par- ties to reject each other’s claims. In this sense, quasi indexicals are not like pure indexicals. Drawing on experimental evidence, I argue that gradable adjectives like “rich” are quasi indexicals in this sense. e existence of quasi indexicals raises trouble for many existing theories of context dependence, including standard contextualist and relativist theories. I propose an alternative semantic and pragmatic theory of quasi indexicals, negotiated contextualism, that combines insights from Kaplan 1989 and Lewis 1979. On my theory, rejection is licensed with quasi indexicals (even when neither of the claims involved has to be false) because the two utterances involve conflicting proposals about how to update the conversational score. I also adduce evidence that conflicting truth value assessments of a single quasi indexical utterance exhibit the same behavior. I argue that negotiated contextualism can account for this puzzling property of quasi indexicals as well. (shrink)

In On Truth and the Representation of Reality, Dan Nesher develops a new theory of truth in the framework of pragmatist theory of representation. Using the pragmatist theory of perception for the basis of his epistemological explanation of our confrontation with external Reality and how it's represented, Nesher shows that in our perceptual operations we quasi-prove the truth of our perceptual judgments.

This volume collects some influential essays in which Simon Blackburn, one of our leading philosophers, explores one of the most profound and fertile of philosophical problems: the way in which our judgments relate to the world. This debate has centered on realism, or the view that what we say is validated by the way things stand in the world, and a variety of oppositions to it. Prominent among the latter are expressive and projective theories, but also a relaxed pluralism that (...) discourages the view that there are substantial issues at stake. The figure of the "quasi-realist" dramatizes the difficulty of conducting these debates. Typically philosophers thinking of themselves as realists will believe that they alone can give a proper or literal account of some of our attachments--to truth, to facts, to the independent world, to knowledge and certainty. The quasi-realist challenge, developed by Blackburn in this volume, is that we can have those attachments without any metaphysic that deserves to be called realism, so that the metaphysical picture that goes with our practices is quite idle. The cases treated here include the theories of value and knowledge, modality, probability, causation, intentionality and rule-following, and explanation. A substantial new introduction has been added, drawing together some of the central themes. The essays articulate a fresh alternative to a primitive realist/anti-realist opposition, and their cumulative effect is to yield a new appreciation of the delicacy of the debate in these central areas. (shrink)

Truth pluralism is the view that there is more than one truth property. The strong version of it (i.e. strong pluralism) further contends that no truth property is shared by all true propositions. In this paper, I help strong pluralism solve two pressing problems concerning mixed discourse: the problem of mixed inferences (PI) and the problem of mixed compounds (PC). According to PI, strong pluralism is incompatible with the truth- preservation notion of validity; according to PC, (...) strong pluralists cannot find any appropriate truth property for mixed compound propositions, whose atomic constituents are from different domains of discourse (e.g., <sky is blue and chocolate is tasty>). I argue that the strong pluralist is motivated to take the truth predicate in truth-involving universal statements to be deflationary to avoid the two pressing problems. Such a move entails that the truth predicate in the platitude of validity (V) for any argument, it is valid if and only if necessarily its conclusion is true when its premises are all true does not denote any substantive truth property. Instead, it is merely an expressive device to help people generalize instances of (V) to (V). Analogous stories hold for the truth predicate in the platitudes of compound (e.g., conjunction). The upshot is that, the strong pluralist can solve PI and PC by further conceding that mixed compounds are true/false in a deflationary way. (shrink)

This paper is a reply to Simon Blackburn's 'Is Objective Moral Justification Possible on a Quasi-realist Foundation?' Inquiry 42, pp. 213-28. Blackburn attempts to show how his version of non-cognitivism - quasi-realist projectivism - can evade the threat of ethical relativism, the thought that all ways of living are as ethically good as each other and every ethical judgment is as ethically true as any other. He further attempts to show that his position is superior in this respect (...) to, amongst other accounts, sensibility theory. According to Blackburn, sensibility theory succumbs easily to the relativistic challenge because it depends on some 'substantive' notion of truth. It is agreed with Blackburn that the threat of relativism is less of a threat to him than at first appears, although I think that it retains some menace, but not agreed that sensibility theorists cannot also counter the threat of relativism. The point is that the threat of ethical relativism depends less on truth than Blackburn supposes. Thus sensibility theorists can counter ethical relativism in much the same way that quasi-realist projectivists can. (shrink)

1. If it is true that ‘an ethic is the propositional reflection of the dispositions and attitudes, policies and stances, of people,’ as Simon Blackburn says in summary of the quasi-realism that he champions in this excellent and wonderfully provocative book, then it seems to follow that different dispositions, attitudes, policies and stances—different conative states, for short—will issue in different ethics, each with an equal claim to truth; and this in turn seems to be one thing that could (...) be reasonably meant by that slippery polyseme ‘relativism’. If such relativism does follow, a good deal remains to be said about how much force it has. At the limit it might do no more than signal the abstract possibility of an ethic rivalling that of humans. More potently, it might somehow legitimize the different ethics of different groups of humans in actual conflict with one another. But without the possibility of some such variability of ethic to match a possible variability of conative state, the quasi-realist’s claim that an ethic ‘reflects’ a particular combination of conative states appears hollow. (shrink)

Given quasi-realism, the claim is that any attempt to naturalise modal epistemology would leave out absolute necessity. The reason, according to Simon Blackburn, is that we cannot offer an empirical psychological explanation for why we take any truth to be absolutely necessary, lest we lose any right to regard it as absolutely necessary. In this paper, I argue that not only can we offer such an explanation, but also that the explanation won’t come with a forfeiture of the (...) involved necessity. Using ‘squaring the circle’ as evidence, I show that, contrary to quasi-realism, absolute necessity won’t be left out in attempts to naturalise modal epistemology. (shrink)

In this article, I expound and defend an interpretation of Sellars as a metaethical quasi-realist. Sellars analyzes moral discourse in non-cognitivist terms: in particular, he analyzes “ought”-statements as expressions of collective intentions deriving from a collective commitment to provide for the general welfare. But he also endorses a functional-role theory of meaning, on which a statement’s meaning is grounded in its being governed by semantical rules concerning language entry, intra-linguistic, and language departure transitions, and a theory of truth (...) as correct assertibility relative to such semantical rules. On these non-representationalist theories, even though moral statements are expressions of intentions and not fundamentally descriptive, they nevertheless count as assertorically meaningful, and some count as positively true. I further argue that this interpretation is capable not only of explaining Sellars’ explicitly metaethical writings, but also of unifying his scientific realism with his commitment to the ineliminable and indispensable role of the language of intentions: if this linguistic framework does not play an explanatory role, but only an expressive role, this explains both why Sellars’ commitment to it does not contravene his naturalism, as well as why, given the necessity of such language for our practical engagement with the world, the scientific image of humans in the world will only be completed once such language supplements it to enable us to relate practically to it. (shrink)

In this analysis of the filmed discussion between P.F. Strawson and Gareth Evans about truth (1973), I argue that both philosophers actually agree about truth, espousing a Ramseyan minimalism. Contrary to appearances, Strawson is not defending a pluralism about truth. Where Strawson and Evans disagree is about how to explain the "extensive coverage" of "fact-stating discourse." Strawson proposes the factuality of non-"primary" discourse (mathematical, moral, etc.) should be understood by analogical extension from that of "primary" empirical discourse. (...) Evans resists such a quasi-realism about non-primary discourse. I argue that Strawson's goal of making room for stricter and looser kinds of factuality need not require his quasi-realism. (shrink)

There are two main objectives in this chapter: to give a preliminary formal statement of the inference from my ideas to the existence of things outside my ideas in Descartes's epistemology, and to develop the main outlines of Cartesian ontology and the theory of ideas. Key notions discussed are those of truth, possibility, existence, and related notions; representation of ideas, and formally and eminently contained properties in substances; the ontological status of immutable essences and eternal truths. Among contentions made (...) in this chapter about Cartesian ontology is that essences are contained in the mind not as modes but as quasi‐platonic entities, that there is in Descartes's theory of ideas, a general difference between the objects of ideas and the mode of presentation of the objects that holds even when the objects are essences; and that this difference leads to an epistemic rather than a causal account of the distinction between formal and eminent containment. (shrink)

Imre Lakatos' views on the philosophy of mathematics are important and they have often been underappreciated. The most obvious lacuna in this respect is the lack of detailed discussion and analysis of his 1976a paper and its implications for the methodology of mathematics, particularly its implications with respect to argumentation and the matter of how truths are established in mathematics. The most important themes that run through his work on the philosophy of mathematics and which culminate in the 1976a paper (...) are (1) the (quasi-)empirical character of mathematics and (2) the rejection of axiomatic deductivism as the basis of mathematical knowledge. In this paper Lakatos' later views on the quasi-empirical nature of mathematical theories and methodology are examined and specific attention is paid to what this view implies about the nature of mathematical argumentation and its relation to the empirical sciences. (shrink)

There is a long-standing discussion concerning the nature of moral discourse. Multiple views range from realism—according to which moral discourse is closer to scientific discourse than to fictional discourse—to anti-realism—according to which moral discourse is rather closer to fictional discourse. In this paper, I want to motivate a novel anti-realist account. On this view, there are no moral properties or truths, neither mind-independent nor mind-dependent ones (i.e., anti-realism). However, moral cognition results from the use of higher order cognitive abilities with (...) enough resources to grant moral discourse with all the features of a realist talk (i.e., cognitive quasi-realism). I defend this view based on empirical evidence on human moral development and by showing that the resulting account can meet the demands of robust moral realism. The paper concludes by placing the proposed view within the metaethical landscape by comparing it against other forms of anti-realism, most significantly against expressivism. (shrink)

The traditional metaethical distinction between cognitivist absolutism,on the one hand, and speaker relativism or noncognitivism, on the other,seemed both clear and important. On the former view, moral judgmentswould be true or false independently on whose judgments they were, andmoral disagreement might be settled by the facts. Not so on the latter views. But noncognitivists and relativists, following what Simon Blackburn has called a “quasi-realist” strategy, have come a long way inmaking sense of talk about truth of moral judgments (...) and itsindependence of moral judges and their attitudes or standards. Thesuccess of this strategy would undermine the traditional way of understanding the distinction, and it is not obvious how it can be reformulated. In this paper, I outline the difficulty posed by quasi-realism, raise problems for some prior attempts to overcome it, and present my own suggestion, focusing on correctness conditions that are internal to the act of moral judgment. (shrink)

This paper argues that the educators' vocation, in the Arendtian sense, is to prepare and cultivate in students the love for the world – amor mundi. Educators are responsible for introducing the world to students through the conservation and preservation of human tradition and the 'realm of the past.' Thus, it requires a practice of truth-telling or parrhesia. However, this parrhesiastic activity is not explicit in Arendt. This paper also invokes Foucault's account of parrhesia to emphasize another main point (...) of this paper, i.e., Arendt's conservationist view of education implies or presupposes the practice of truth-telling. If such an idea is correct, the positioning of education becomes ambiguous. For Arendt, education is located 'in between' the realms of the pre-political and political. However, suppose this implicitness of truth-telling is proven to be correct and affirmed. In such a case, we can say that education and its main motor – educators as intellectuals/scholars have a quasi-political role in society. (shrink)

The traditional metaethical distinction between cognitivist absolutism,on the one hand, and speaker relativism or noncognitivism, on the other,seemed both clear and important. On the former view, moral judgmentswould be true or false independently on whose judgments they were, andmoral disagreement might be settled by the facts. Not so on the latter views. But noncognitivists and relativists, following what Simon Blackburn has called a “quasi-realist” strategy, have come a long way inmaking sense of talk about truth of moral judgments (...) and itsindependence of moral judges and their attitudes or standards. Thesuccess of this strategy would undermine the traditional way of understanding the distinction, and it is not obvious how it can be reformulated. In this paper, I outline the difficulty posed by quasi-realism, raise problems for some prior attempts to overcome it, and present my own suggestion, focusing on correctness conditions that are internal to the act of moral judgment. (shrink)

According to moderate truth pluralism, truth is both One and Many. There is a single truth property that applies across all truth‐apt domains of discourse, but instances of this property are grounded in different ways. Propositions concerning medium‐sized dry goods might be true in virtue of corresponding with reality while propositions pertaining to the law might be true in virtue of cohering with the body of law. Moderate truth pluralists must answer two questions concerning logic: (...) (Q1) Which logic governs inferences concerning each truth‐apt domain considered separately? (Q2) Which logic governs inferences that involve several truth‐apt domains? This paper has three objectives. The first objective is to present and explain the moderate pluralist’s answers to (Q1) and (Q2). The second objective is to argue that there is a tension between these answers. The answer to (Q1) involves a commitment to a form of logical pluralism. However, reflection on the moderate truth pluralist’s answer to (Q2) shows that they are committed to taking logic to be topic neutrality. This, in turn, forces a commitment to logical monism. It would seem that the moderate truth pluralist cannot have it both ways. The third objective is constructive in nature. I offer an account of what moderate truth pluralists should say about logic and how they might resolve the tension in their view. I suggest that, just like moderate truth pluralists distinguish truth proper and “quasi‐truth,” they should endorse a distinction between logic proper and “quasi‐logic.” Quasi‐truth is truth‐like in the sense that instances of quasi‐truth ground instances of truth. Quasi‐logic is logic‐like in the sense that it concerns arguments that are necessarily truth‐preserving but are not generally so in a topic neutral way. I suggest that moderate truth pluralists should be monists about truth proper and logic proper but pluralists about quasi‐truth and quasi‐logic. This allows them to say that logic proper is topic neutral while still accommodating the idea that, for different domains, different arguments may be necessarily truth‐preserving. (shrink)

Expressivism's problem in solving the Frege/Geach problem concerning unasserted contexts is evaluated in the light of Blackburn's own methodological commitment to assessing philosophical theories in terms of costs and benefits, notably quasi-realism's aim of minimising the ontological commitments of a broadly naturalistic worldview. The problem emerges when a competitor theory can explain the same phenomena at lower cost: the minimalist about truth has no problem with unasserted contexts whereas the quasi-realist/expressivist package does. However, this form of projectivism (...) is supposed to be a local and contrastive thesis or the central metaphor of projection makes no sense. So in competition with minimalism, projectivism must - at least for non-contested areas of thought and language - presuppose non-minimal truth. This casts new light on Blackburn's proposal globally to revise the relations between logic and truth so as to model ethical discourse as tracking a notion of commitment to contents that can be either attitudinal or truh evaluable. Why globally revise logic, in order solely to explain the problem of unasserted contexts, when a rival view can do so much better according to the standards set by the quasi-realist? Why do so when a notion of non-minimal truth and a classical explanation of logic are already available to you, given the local and contrastive claims of quasi-realism? (shrink)

The mathematical concept of pragmatic truth, first introduced in Mikenberg, da Costa and Chuaqui (1986), has received in the last few years several applications in logic and the philosophy of science. In this paper, we study the logic of pragmatic truth, and show that there are important connections between this logic, modal logic and, in particular, Jaskowski's discussive logic. In order to do so, two systems are put forward so that the notions of pragmatic validity and pragmatic (...) class='Hi'>truth can be accommodated. One of the main results of this paper is that the logic of pragmatic truth is paraconsistent. The philosophical import of this result, which justifies the application of pragmatic truth to inconsistent settings, is also discussed. (shrink)

In this paper, we provide a new formulation of a coherence theory of truth using the resources of the partial structures approach − in particular the notions of partial structure and quasi-truth. After developing this new formulation, we apply the resulting theory to the philosophy of mathematics, and argue that it can be used to develop a new account of nominalism in mathematics. This application illustrates the strength and usefulness of the proposed formulation of a coherence theory (...) of truth.Neste artigo, propomos uma nova formulação de uma teoria coerentista da verdade utilizando os recursos da abordagem de estruturas parciais - em particular as noções de estrutura parcial e quase-verdade. Após desenvolver esta formulação, aplicamos a teoria resultante à filosofia da matemática, e argumentamos que aquela pode ser usada para desenvolver um novo tratamento do nominalismo na matemática. Esta aplicação ilustra a força e utilidade da formulação proposta de uma teoria coerentista da verdade. (shrink)

Minimalist and quasi-realist approaches to problematic discourses such as the causal, moral and modal are compared and contrasted. The problem of unasserted contexts demonstrates that while quasi-realism can meet the challenge of reconstructing a logic of "commitment" to cover both "projected" and "detected" discourses, it can only do so at an unacceptable cost. The theory must globally revise logic, in spite of its implicit commitment to a substantial notion of truth for "detected" discourses. Thus, quasi-realism fails (...) to meet its own standards for theory acceptance. By contrast, minimalism does not face the problem of unasserted contexts, can give a global account of the truth predicate and can explain the univocality of the logical connectives. This demonstrates the dialectical superiority of the minimalist's approach. (shrink)