As far as logic is concerned, the conclusion of Michael Dummett's manifestability argument is that intuitionistic logic, as first developed by Heyting, satisfies the semantic requirements of antirealism. The argument may be roughly sketched as follows: since we cannot manifest a grasp of possibly justification-transcendent truth conditions, we must countenance conditions which are such that, at least in principle and by the very nature of the case, we are able to recognize that they are satisfied whenever they are. Intuitionistic logic (...) satisfies the semantic requirement that we should either eschew the notion of truth altogether and replace it by provability in principle, or constrain it by provability in principle (Dummett [1973] 1978). (Handout: 1-5). Some philosophers have argued that the traditional antirealist desideratum of decidability in principle is too weak, so that semantic antirealism properly construed must be committed to effective decidability. As such, it either leads to strict finitism (Wright [1982] 1993) [Handout: 6] or to a much stronger kind of logical revisionism than the one considered by intuitionists (whether or not they accept the manifestability argument): substructural logics, and in particular linear logics, rather than intuitionistic logic, satisfy the semantic requirements of strict antirealism (Dubucs and Marion 2004) [Handout: 8-9]. I shall develop two different kinds of replies. The first is concerned with the notion of meaning per se and looks to strict finitism directly, although not on the ground that it would provide a correct way of dealing with Soritic-type paradoxes (the original and primary focus of discussion in Wright [1982] 1993). The second is concerned with the justification of structural and logical rules in a natural deduction system à la Gentzen. It will deal in particular with the criticism of the structural rules of Weakening and Contraction [Handout: 10 and 11]. The first kind of reply, which Dummett has partially taken into consideration, is that if we jettison the effectively vs. in principle distinction, as applied to manifestability-type arguments, we end up with an unsatisfactory explanation of how the meaning of statements covering the practically unsurveyable or pro tempora undecided cases is fixed. The idea is that if we have a method which may be used over some small range, we have determined a way of applying the method everywhere in principle and that this is enough as far as fixing meaning is concerned. Decidability in principle is just what we need with respect to manifestation of grasp of meaning. In this perspective, antirealism shouldn't be strict and manifestability-type arguments need not be applied as far as the strict finitist would want to [Handout: 7]. It follows that there is no reason to think that practical feasibility should be built in assertibility conditions and proofs be construed dynamically as acts in the strict antirealist's acception of that term [Handout: 8]. I shall then look at one radical antirealist principle disqualifying structural rules, namely Token Preservation, arguing against Bonnay and Cozic's criticisms of Dubucs and Marion (Bonnay and Cozic 3 2007) that some conceptual support may be provided for Token Preservation, which doesn't rely on a causal misreading of the turnstile [Handout: 13, 14]. I shall then assess the merits and limits of radical antirealism and the logic of feasible proofs with respect to the original Dummettian argument in favour of semantic antirealism (provided it has indeed revisionist implications for logic), whether the radical antirealist merely stipulates what human feasibility amounts to, or dispenses with structural rules in order to argue in favour of a curb on the epistemic idealizations they unwarrantedly embed. It will be noted here that there is a great difference, conceptually speaking, between the rejection of classical logic via the curbing of the epistemic idealizations embedded in structural rules, and the rejection of classical logic via the criticism of the introduction and elimination rules which fix the meaning of the classical constants. The kind of logical revisionism envisaged by intuitionists from Heyting on is in many respects stronger than the one envisaged by advocates of linear logic, should they ground their arguments on an endorsement of strict antirealism. The crucial case of excluded middle is telling. Because of the splitting of the constants in linear logic (Handout: 12], two distinct laws of excluded middle may be formulated (Handout: 15), but the traditional arguments of Brouwer and Heyting against the classical law yield a stronger revision than the substructural revision with its admission of these two (very) weak versions of the law. (Project: a clearer conception is needed of how the introduction and elimination rules for the logical connectives in the intuitionistic calculus depend on the structural rules which the radical antirealist wishes to reject.). (shrink)

In the literature on supervaluationism, a central source of concern has been the acceptability, or otherwise, of its alleged logical revisionism. I attack the presupposition of this debate: arguing that when properly construed, there is no sense in which supervaluational consequence is revisionary. I provide new considerations supporting the claim that the supervaluational consequence should be characterized in a ‘global’ way. But pace Williamson (1994) and Keefe (2000), I argue that supervaluationism does not give rise to counterexamples to (...) familiar inference-patterns such as reductio and conditional proof. (shrink)

Central to discussion of supervaluationist accounts of vagueness is the extent to which they require revisions of classical logic and if so, whether those revisions are objectionable. In an important recent Journal of Philosophy article, J.R.G. Williams presents a powerful challenge to the orthodox view that supervaluationism is objectionably revisionary. Williams argues both that supervaluationism is non-revisionary and that even if it were, those revisions would be unobjectionable. This note shows that his arguments for both claims fail.

This paper addresses three problems: the problem of formulating a coherent relativism, the Sorites paradox and a seldom noticed difficulty in the best intuitionistic case for the revision of classical logic. A response to the latter is proposed which, generalised, contributes towards the solution of the other two. The key to this response is a generalised conception of indeterminacy as a specific kind of intellectual bafflement-Quandary. Intuitionistic revisions of classical logic are merited wherever a subject matter is conceived both as (...) liable to generate Quandary and as subject to a broad form of evidential constraint. So motivated, the distinctions enshrined in intuitionistic logic provide both for a satisfying resolution of the Sorites paradox and a coherent outlet for relativistic views about, e.g., matters of taste and morals. An important corollary of the discussion is that an epistemic conception of vagueness can be prised apart from the strong metaphysical realism with which its principal supporters have associated it, and acknowledged to harbour an independent insight. (shrink)

Quantum logic can be understood in two ways: as a study of the algebraic structures that appear in the context of the Hilbert space formalism of quantummechanics; or as representing a non-classical logic in conflict with classical logic. My aim in this paper is to analyze the possibility to sustain, at least in principle, a revisionist approach to quantum logic, i.e. a position according to which quantum logic is ‘the real logic’ which should be adopted instead of classical logic.

‘Feminist logic’ may sound like an impossible, incoherent, or irrelevant project, but it is none of these. We begin by delineating three categories into which projects in feminist logic might fall: philosophical logic, philosophy of logic, and pedagogy. We then defuse two distinct objections to the very idea of feminist logic: the irrelevance argument and the independence argument. Having done so, we turn to a particular kind of project in feminist philosophy of logic: Valerie Plumwood's feminist argument for a relevance (...) logic. Plumwood's work serves as our primary case study as we turn to the project of considering three different ways we might understand her argument and revisionist arguments like it: as a priori theorizing, as ameliorative conceptual engineering, or as instances of anti-exceptionalist approaches to logic. After arguing that the anti-exceptionalist approach seems to provide the most promising means of understanding the kind of project undertaken in a feminist challenge to classical logic, we briefly address the consequences that this might have for logic instruction. Here, we argue for the perhaps unexpected conclusion that feminist programs ought to offer more, not less, instruction in logic for those who take interest. (shrink)

In lieu of an abstract, here is a brief excerpt of the content:Beyond Revisionism:The Bicentennial of Independence, the Early Republican Experience, and Intellectual History in Latin AmericaElías José PaltiLatin America's Revolution of Independence was an event of world-historical importance. Citizens of different regions simultaneously created new nation states and established republican systems of government. This occurred at a time when the very meaning of the notions of "nation" and "republic" remained ill-defined. In such a context, a number of debates (...) naturally emerged regarding the tenets of modern politics, and the kind of dilemmas and problems contained therein.Yet the assessment of the historical relevance of these disputes has been precluded by the teleological assumptions which have informed traditional approaches in the history of ideas. These assumptions have led historians to interpret these disputes as mere expressions of local prejudices that prevented the correct understanding of the true meaning of the modern liberal concept of representative democracy. According to this traditional view, the concerns of Latin American commentators were seen as "deviations" from the rational path of conceptual development and understanding. It was necessary to undermine this traditional teleological prejudice before the debates around these notions produced in Latin America in the nineteenth century could reveal their historical significance and become matters for systematic analysis. The rise of a "new intellectual history," insofar as it has [End Page 593] questioned the assumed rationality and logical consistency of the putative models and disclosed the contingent nature of their foundations, has opened the door to an entirely new universe of problems and issues for scholarly research in the field of Latin American politico-intellectual history.The great wave of new studies on the crisis of the Spanish and Portuguese empires and the emergence of new national states, triggered by the approach of the Bicentennial of Independence, has been greatly influenced by this new set of questions.1 Historians from different countries in Latin America have revisited that fundamental event, and have sought to revise established perspectives in the field. This has made room for the development of a self-defined "revisionist" position. However, what is to be revised has not always been clear.The revisionists seek to dislocate an epic narrative of independence as the epiphany of long-lasting struggles of oppressed nations to recover their rights to self-determination.2 They argue that the teleological, nationalistic biases of traditional approaches led their authors to see as already present at the point of departure an entity (the nation) which actually could be perceived only at the point of arrival. If understood in this way, however, the revisionists' contributions are hardly innovative. In the decade of the 1960s, a series of studies, propelled by the spread in Latin America of Marxist thought and social history, as well as by the increasing presence of American and European historians in the field, had already destabilized Manichean emplotments of the Revolution of Independence as a struggle between liberty and oppression.3 These studies introduced a number of nuances that questioned the objective basis of the states that emerged from the rupture of colonial ties. Instead, they demonstrated that the new states were the result of the contingent process of formation rather than its premise. [End Page 594] Yet it is not here that the profound transformation of the discipline has occurred. Revisionists do concentrate their criticism on the contents of nationalistic narratives, but leave untouched the theoretical premises on which these narratives rest. They fail to penetrate and undermine the sets of antinomies on which those teleological perspectives are grounded: enlightenment / romanticism; rationalism / nationalism; "liberty of the Modern" / "liberty of Ancient;" modernity / tradition; individualism / organicism, etc. In the following pages I will trace the origins of revisionism in Latin American, its contributions to the field of politico-intellectual history, and the kind of problems that it raises in turn.The Tradition of History of "Ideas" in Latin AmericaMany scholars consider Charles Hale to be the key figure in the emergence of the revisionist critique. As Fernando Escalante Gonzalbo remarks, for the case of Mexico (which has served as the exemplary case for the entire region): "Up to the moment Charles Hale came to intervene, we could recount to ourselves a delicious... (shrink)

In a comprehensive survey of contemporary scholarship on Zhang Zai's (1020-1077) development of the notion qi ( 'vital energy') in the context of his critique of the Buddhist, I observe that there is a prevalent imposition of a Western concept, namely, 'substance monism', on his understanding of qi . It is assumed that he posits that 'the myriad things ( wanwu )' and 'the vast emptiness ( taixu )' are simultaneously differentiated and unified in that they are but different manifestations (...) of an undifferentiated singular entity, that is, qi . I argue that such understanding distorts the 'logic' of Zhang Zai's qi that accounts for the simultaneous differentiation and the unity of 'the myriad things' and 'the vast emptiness' in terms of relationally opposed polarities and the dynamic unity amongst them. I also argue that this understanding distorts his practical message that emphasizes the endeavor to create coherence among our differences without recourse to a realm of 'oneness' that transcends our differences. (shrink)

This chapter focuses on alternative logics. It discusses a hierarchy of logical reform. It presents case studies that illustrate particular aspects of the logical revisionism discussed in the chapter. The first case study is of intuitionistic logic. The second case study turns to quantum logic, a system proposed on empirical grounds as a resolution of the antinomies of quantum mechanics. The third case study is concerned with systems of relevance logic, which have been the subject of an (...) especially detailed reform program. Finally, the fourth case study is paraconsistent logic, perhaps the most controversial of serious proposals. (shrink)

In recent years, a revisionist process focused on logical positivism can be observed, particularly regarding Carnap’s work. In this paper, I argue against the interpretation that Kuhn’s The Structure of Scientific Revolutions having been published in the International Encyclopedia of Unified Science, co-edited by Carnap, is evidence of the revisionist idea that Carnap “would have found Structure philosophically congenial”. I claim that Kuhn’s book, from Carnap’s point of view, is not in philosophy of science but rather in history of (...) science (in the context of a sharp discovery–justification distinction). It could also explain the fact that, despite his sympathetic letters to Kuhn as editor, Carnap never refers to Kuhn’s book in his work in philosophy of science. (shrink)

In order to consistently and effectively overcome attempts at revisionist vulgarization of revolutionary theory, which now pursue an active parasitic existence on the process of cognition of the essence and consequences of the revolution in science and technology, great importance should be attached to a correct understanding of the objective logic of the origin and development of contemporary revisionist conceptions. Analysis of the right-wing and "left-wing" revisionist deviations that the communist movement encounters shows that revisionist thought goes through a number (...) of stages in its development. However, whether the issue is one of economic, political, ethical, or any other revisionist conception, each of these necessarily involves replacement of the dialectical materialist method of cognition of a given sphere of phenomena by metaphysics and idealism, i.e., it always includes philosophical revisionism. Therefore, the problem of criticism of any revisionist conception is at the same time a problem of demonstrating the untenability of the methodology of revisionist analysis. (shrink)

Since the publication of the Remarks on the Foundations of Mathematics, Wittgenstein’s interpreters have endeavored to reconcile his general constructivist/anti-realist attitude towards mathematics with his confessed anti-revisionary philosophy. In this article, the author revisits the issue and presents a solution. The basic idea consists in exploring the fact that the so-called “non-constructive results” could be interpreted so that they do not appear non-constructive at all. The author substantiates this solution by showing how the translation of mathematical results, given by the (...) possibility of translation between logics, can be seen as a tool for partially implementing the solution Wittgenstein had in mind. (shrink)

In recent years, a revisionist process focused on logical positivism can be observed, particularly regarding Carnap's work. In this paper, I argue against the interpretation that Kuhn's The Structure of Scientific Revolutions having been published in the International Encyclopedia of Unified Science, co-edited by Carnap, is evidence of the revisionist idea that Carnap "would have found Structure philosophically congenial". I claim that Kuhn's book, from Carnap's point of view, is not in philosophy of science but rather in history of (...) science. It could also explain the fact that, despite his sympathetic letters to Kuhn as editor, Carnap never refers to Kuhn's book in his work in philosophy of science. (shrink)

Abstract The paper argues that James's conception of truth is non?revisionist, that is, it sanctions common use of the notion of truth, but criticizes foundation?alist philosophical accounts of that notion. This interpretation conflicts with traditional interpretations of James such as Russell's and Moore's, and contemporary interpretations such as Dummett's, all of which are revisionist. To the extent that objections raised against James's pragmatism depend on such revisionist reading, this paper constitutes a defence of James. The paper argues, further, that non? (...) class='Hi'>revisionism distinguishes James from logical positivism and contemporary verificationism, and that James seeks to defend rather than renounce metaphysics. On this issue the paper disagrees with Rorty, who ascribes to James an extreme anti?metaphysical stance. (shrink)

The traditional connection between logic and reasoning has been under pressure ever since Gilbert Harman attacked the received view that logic yields norms for what we should believe. In this article I first place Harman's challenge in the broader context of the dialectic between logical revisionists like Bob Meyer and sceptics about the role of logic in reasoning like Harman. I then develop a formal model based on contemporary epistemic and doxastic logic in which the relation between logic and (...) norms for belief can be captured. (shrink)

Throughout his career, Wittgenstein’s philosophical attitude was characteristically non-revisionist: philosophy as he conceives it does not change established concepts or practices, but leaves everything as it is. This essay seeks to understand Wittgenstein’s non-revisionist conception by contrasting it against the views of the two most prominent and self-conscious revisionists in the analytic tradition: Carnap and Quine. This comparison in turn serves to reveal continuities and discontinuities between Wittgenstein’s early and later versions of philosophical non-revisionism, and these continuities and discontinuities (...) are in turn related to some central developments in his thought on language, logic, and the nature of philosophical perspicuity. Finally, it is argued that the revisionist methodologies of Carnap and Quine are fundamentally question-begging. (shrink)

It is shown that Russell's Paradox can be solved without advocating the Theory of Types, and also that the Liar's Paradox can be solved in much the same way. Neither solution requires that any of our commonsense-based beliefs be revised, let alone jettisoned. It is also shown that the Theory of Types is false.

It is often said that a correct logical system should have no counterexample to its logical rules and the system must be revised if its rules have a counterexample. If a logical system (or theory) has a counterexample to its logical rules, do we have to revise the system? In this paper, focussing on the role of counterexamples to logical rules, we deal with the question. -/- We investigate two mutually exclusive theories of arithmetic - (...) intuitionistic and paraconsistent theories. The paraconsistent theory provides a (strong) counterexample to Ex Contradiction Quodlibet (ECQ). On the other hand, the intuitionistic theory gives a (weak) counterexample to the Double Negation Elimination (DNE) of the paraconsistent theory. If any counterexample undermines the legitimate use of logical rules, both theories must be revised. -/- After we investigate a paraconsistent counterexample to ECQ and the intuitionist’s answer against it, we arrive at the unwelcome conclusion that ECQ has both a justification and a counterexample. Moreover, we argue that if a logical rule were abolished whenever it has a counterexample, a promising conclusion would be logical nihilism which is the view that there is no valid logical inference, and so a correct logical system does not exist. Provided that the logical revisionist is not a logical nihilist, we claim that not every counterexample is the ground for logical revision. While logical rules of a given system have a justification, the existence of a counterexample loses its role for logical revision unless the rules and the counterexample share the same structure. (shrink)

What is commonly referred to as the Adoption Problem is a challenge to the idea that the principles of logic can be rationally revised. The argument is based on a reconstruction of unpublished work by Saul Kripke. As the reconstruction has it, Kripke extends the scope of Willard van Orman Quine's regress argument against conventionalism to the possibility of adopting new logical principles. In this paper we want to discuss the scope of this challenge. Are all revisions of logic (...) subject to the Adoption Problem? If not, are there significant cases of logical revision that are subject to the Adoption Problem? We will argue that both questions should be answered negatively. (shrink)

In the Handbook of Mathematical Logic, the Paris-Harrington variant of Ramsey's theorem is celebrated as the first result of a long ‘search’ for a purely mathematical incompleteness result in first-order Peano arithmetic. This paper questions the existence of any such search and the status of the Paris-Harrington result as the first mathematical incompleteness result. In fact, I argue that Gentzen gave the first such result, and that it was restated by Goodstein in a number-theoretic form.

The purpose of this paper is to consider the explanatory resources that Robert Brandom‟s distinction between acknowledged and consequential commitments affords in relation to the problem of logical omniscience. With this distinction the importance of the doxastic perspective under consideration for the relationship between logic and norms of reasoning is emphasized, and it becomes possible to handle a number of problematic cases discussed in the literature without thereby incurring a commitment to revisionism about logic. 12.

COUNTERREVOLUTIONARY RESPONSES to the twentieth-century revolution in logic have usually started from the assumption that there is in fact a body of theory for which the name 'extensional logic' is appropriate. Debate has centered not on that assumption but rather on such questions as whether that logic includes every important feature that belongs in a proper logic and whether it excludes all features that should be excluded from that ordered realm. Revisionist logicians have usually supposed that extensional logic, for all (...) its power and versatility, does not express the tight bond between meanings that is of the very essence of the logical connection; and they have labored to provide an alternative intensional logic that does indeed express it. (shrink)

John Corcoran and George Boger. Aristotelian logic and Euclidean geometry. Bulletin of Symbolic Logic. 20 (2014) 131. -/- By an Aristotelian logic we mean any system of direct and indirect deductions, chains of reasoning linking conclusions to premises—complete syllogisms, to use Aristotle’s phrase—1) intended to show that their conclusions follow logically from their respective premises and 2) resembling those in Aristotle’s Prior Analytics. Such systems presuppose existence of cases where it is not obvious that the conclusion follows from the premises: (...) there must be something deductions can show. Corcoran calls a proposition that follows from given premises a hidden consequence of those premises if it is not obvious that the proposition follows from those premises. By a Euclidean geometry we mean an extended discourse beginning with basic premises—axioms, postulates, definitions—1) treating a universe of geometrical figures and 2) resembling Euclid’s Elements. There were Euclidean geometries before Euclid (fl. 300 BCE), even before Aristotle (384–322 BCE). Bochenski, Lukasiewicz, Patzig and others never new this or if they did they found it inconvenient to mention. Euclid shows no awareness of Aristotle. It is obvious today—as it should have been obvious in Euclid’s time, if anyone knew both—that Aristotle’s logic was insufficient for Euclid’s geometry: few if any geometrical theorems can be deduced from Euclid’s premises by means of Aristotle’s deductions. Aristotle’s writings don’t say whether his logic is sufficient for Euclidean geometry. But, there is not even one fully-presented example. However, Aristotle’s writings do make clear that he endorsed the goal of a sufficient system. Nevertheless, incredible as this is today, many logicians after Aristotle claimed that Aristotelian logics are sufficient for Euclidean geometries. This paper reviews and analyses such claims by Mill, Boole, De Morgan, Russell, Poincaré, and others. It also examines early contrary statements by Hintikka, Mueller, Smith, and others. Special attention is given to the argumentations pro or con and especially to their logical, epistemic, and ontological presuppositions. What methodology is necessary or sufficient to show that a given logic is adequate or inadequate to serve as the underlying logi of a given science. (shrink)

The main goal of this paper is to investigate what explanatory resources Robert Brandom’s distinction between acknowledged and consequential commitments affords in relation to the problem of logical omniscience. With this distinction the importance of the doxastic perspective under consideration for the relationship between logic and norms of reasoning is emphasized, and it becomes possible to handle a number of problematic cases discussed in the literature without thereby incurring a commitment to revisionism about logic. One such case in (...) particular is the preface paradox, which will receive an extensive treatment. As we shall see, the problem of logical omniscience not only arises within theories based on deductive logic; but also within the recent paradigm shift in psychology of reasoning. So dealing with this problem is important not only for philosophical purposes but also from a psychological perspective. (shrink)

Our target is collectivities--all types of collectivities, beyond formal treatment in terms of sets alone. Collectivities are collections that can have members under all modalities: actual and potential members, definite and indefinite members, past and future members, members identifiable or unknown. The null collectivity aside, collectivities will indeed have members, but their membership need not be enumerable individual by individual or identifiable with precision. Collectivities are pluralities we generally access in terms of qualifying features and modalities rather than lists of (...) identifiable members. Our attempt is to do justice to collectivities in their generality and indeterminacy, with plena as a specific focus: large-scale macro-totalities on the order of all facts, all truths, and all things...a collectivity well beyond the technical machinery of sets. (shrink)

Norris presents a series of closely linked chapters on recent developments in epistemology, philosophy of language, cognitive science, literary theory, musicology and other related fields. While to this extent adopting an interdisciplinary approach, Norris also very forcefully challenges the view that the academic "disciplines" as we know them are so many artificial constructs of recent date and with no further role than to prop up existing divisions of intellectual labour. He makes his case through some exceptionally acute revisionist readings of (...) diverse thinkers such as Derrida, Paul de Man, Wittgenstein, Chomsky, Michael Dummett and John McDowell. In each instance Norris stresses the value of bringing various trans-disciplinary perspectives to bear while none-the-less maintaining adequate standards of area-specific relevance and method. Most importantly he asserts the central role of recent developments in cognitive science as pointing a way beyond certain otherwise intractable problems in philosophy of mind and language. (shrink)

ABSTRACT What do we disagree about when we disagree about logic? On the face of it, classical and nonclassical logicians disagree about the laws of logic and the nature of logical properties. Yet, sometimes the parties are accused of talking past each other. The worry is that if the parties to the dispute do not mean the same thing with ‘if’, ‘or’, and ‘not’, they fail to have genuine disagreement about the laws in question. After the work of Quine, (...) this objection against genuine disagreement about logic has been called the meaning-variance thesis. We argue that the meaning-variance thesis can be endorsed without blocking genuine disagreement. In fact, even the type of revisionism and nonapriorism championed by Quine turns out to be compatible with meaning-variance. (shrink)

In Nos. 105 and 121 of the Kuang-ming Daily "Philosophical Supplement," there were two articles by Ch'ieh Ta-yu: "Some Opinions on the Problem of Determining the Object of Dialectical Logic" and "The Marxist Dialectical Method and Dialectical Logic." The first is quite general, while the second "elucidates the connections and differences" between dialectics and dialectical logic discussed in the first article. Almost all the basic points in both articles are erroneous. Actually, the author waves the banner of antidogmatism and expounds (...) a revisionist point of view. We will now refute his contentions. (shrink)

This inquiry is addressed to two questions: (1) what if any logical relations might exist between the concepts of desire and action (as they and the distinctions to which they commit us are ensconced in ordinary parlance), and (2) what if any causal or significant non-causal (i.e., material) relations might ever exist between instances of desire and action? -/- It is held that any credible move to deal with such questions must initially, and at some length, specify the employment (...) conditions for the terms 'want' and 'desire'. This is accomplished in the first two chapters wherein a set of premises is generated for the argument of the inquiry which is presented in full and concluded in the third and final chapter. Premises generated devolve from treatment of the following major topics: (a) the grammar of 'want' and 'desire', (b) the ontological status of wants, (c) first-person and third-person want ascriptions, (d) the sorts of things which may be desired (desiderabilia), (e) wants and lacks, (f) wants and wishes, (g) the 'conflicts' of desires and reason and desire, (h) four major candidates for logical relations between wants and acts, (i) the issue of causation, and (j) the placement of Desire in an adequate ontology of persons. -/- It is argued that every major candidate for a logical relation between wants and acts (or our warrant for believing that such a connection exists) breaks down upon analysis; that little warrant exists for construing wants as causes of acts; that wants and acts are related in significant non-logical and non-causal (i.e., material) respects; and that any fully adequate theory of human action must undertake ontology, placing the category of Desire squarely in the foreground. This project represents neither a general theory of desire nor a general theory of human action. It is rather conceived as a propaedeutic to any such inquiry. It is essentially revisionist in intent, setting out on the one hand to challenge existing claims about wants and acts and, on the other hand, proposing a more satisfactory approach to the issue. In no sense is it suggested that recent Anglo-American contributions are without merit. It is rather argued that they are often inadequate contributions vis-a-vis the larger requirements for an adequate theory of human action. (shrink)

On the seventh page of the People's Daily for April 15, 1958, Ma T'e published an article entitled "Discussions of Problems of Logic." In his conclusion he critically evaluates many people and even classifies me as a revisionist who must be criticized. I have studied this article closely and feel that it is shot through with difficulties.

This volume offers a very welcome in-depth look at a particular group of the philosophers associated with the Berlin Society for Empirical Philosophy . The editors stress that these two groupings differ and call only the former the “Berlin Group for scientific philosophy” : Hans Reichenbach, Walter Dubislav, Kurt Grelling, Paul Oppenheim and Carl Gustav Hempel. Parts I and II provide introductions and historical context for the group as a whole and Parts III–VI consider highly specific aspects of the work (...) of its members but for two overview papers on Grelling and Hempel . To appreciate the volume best, it may be helpful to distinguish between the straightforward historical investigations and the more revisionist historiographical contributions, the latter much smaller in number but prominently placed by one of the editors. While the former will be applauded unreser .. (shrink)

The rule of universal instantiation appears to be subject to counterexamples, although the rule of existential generalization is not subject to the same doubts. This paper is a survey of ways of responding to this problem, both conservative and revisionist. The conclusion drawn is that logical validity should be defined in terms of assertibility in a context rather than in terms of truth on an interpretation. Contexts are here defined, not in terms of the attitudes of the interlocutors, but (...) in terms of the goals of conversation, and assertibility is explained in terms of cooperation. (shrink)

The solution of this problem is extremely important to the process of the development of logic. Its solution is of great theoretical significance in upholding the methodology of dialectical materialism; criticizing the sophistry of metaphysics, skepticism, and relativism; developing formal logic and symbolic logic; forming the scientific system of dialectical logic in the strict sense; and conducting research to strengthen all the concrete sciences. It also has enormous significance for the criticism of "leftist" and right-wing opportunism and revisionism, and (...) especially for criticizing the counterrevolutionary revisionist line of the "gang of four.". (shrink)

Faced with anti-foundationalist revisionism on part of recent Vienna Circle scholarship, veterans of the struggle against the so-called dogmas of logical empiricism could be forgiven were they to fail to recognize their old adversaries. Clearly everything depends on how the logical empiricists are read: their record does not speak for itself. That already in their day the logical empiricists faced the declaredly friendly fire that nearly sealed their fate suggests, however, that the reconstructive explication and contextualization (...) required be exceedingly subtle. For if that fire really missed its target, then what was missed was something that escaped notice from close quarter. Perhaps no one of the logical empiricists places more challenging demands of this sort on their historiographers than the longest-surviving senior member of the Vienna Circle, Rudolf Carnap. (shrink)