The history of philosophy risks a self-opacity whereby we overestimate or underestimate our proximity to prior modes of thinking. This risk is relevant to assessing Hegel’s appropriation by McDowell and Priest. McDowell enlists Hegel for a quietist answer to the problem with assuming that concepts and reality belong to different orders, viz., how concepts are answerable to the world. If we accept Hegel’s absolute idealist view that the conceptual is boundless, this problem allegedly dissolves. Priest enlists Hegel for a dialetheist (...) answer to the problem with assuming that truth and falsity are mutually exclusive, viz., how certain sentences are both true and false. If we accept Hegel’s dialectical view that certain contradictions are necessary, this problem allegedly dissolves. For both McDowell and Priest, we find a true friend in Hegel. I argue that McDowell’s and Priest’s appropriations of Hegel overestimate Hegel’s affinity with quietism and dialetheism. McDowell reads Hegel as a quietist who silences metaphysical claims and the skeptical questions they raise against commonsense, but neglects Hegel’s adaptation of ancient skepticism against commonsense. Priest reads Hegel as a dialetheist who subordinates formal logic to dialectical logic by affirming the truth of certain contradictions, but neglects Hegel’s commitment to resolving contradictions for the sake of truth qua whole. I diagnose their misreadings in terms of what Hegel regards as the three moments of logic and argue that while McDowell jumps to its third moment, Priest stalls at its second moment. According to Hegel’s Encyclopedia Logic, logic has three “moments”: the abstractive moment of the understanding, which “stops short” at fixed categories; the negative moment of dialectic, which discovers the “genuine nature” of the categories, viz., that each “passes over, of itself, into its opposite”; and the positive moment of speculation, which grasps the “unity” of categories through the “dissolution” of their inner opposition. Hegel warns that if these moments are “kept separate from each other […] they are not considered in their truth”. I suggest that quietist and dialetheist readings of Hegel fail to consider truthfully the unified moments of his logic. In his quietist critique of metaphysics, McDowell enlists Hegel to dissolve the problem with assuming the duality of concept and reality. But McDowell helps himself directly to the third moment of logic, where the unity of the categories, and hence the boundlessness of the conceptual, would be fully articulated. Since he arrives at the third moment prematurely, ignoring its prior moments, he obscures its truth (§1). In his dialetheist critique of formal logic, Priest enlists Hegel to dissolve the problem with assuming the duality of truth and falsity. But Priest restricts himself gratuitously to the second moment of logic, where contradictions within the categories are not yet resolved. Since he stalls at the second moment, severed from its final moment, he obscures its truth (§2). I argue we can extricate Hegel from quietist and dialetheist misreadings only if we grasp the truth of the three moments of logic. (shrink)

Aristotle argued that there are no true statements of the form. In his lectures on history of philosophy Hegel does not challenge this view and in his Science of Logic expresses admiration for Aristotle's rebuttal of Zeno of Elea's attempt to find such contradictions in his paradoxes of motion. Yet more than once in his logics Hegel insists that everything is contradictory. I approach this problem from two directions. First, Widerspruch often means, and is understood by Hegel to mean, ‘opposition’ (...) rather than ‘contradiction’ in the strict logical sense. Thus Catullus's simultaneous love and hatred of Clodia is a contradiction, but not an Aristotelian, or formal logical, contradiction. I defuse Hegel's occasional suggestions of Aristotelian contradictions in motion and time. Second, I exploit Hegel's tacit rejection of Aristotle's official bivalence account of truth and falsity, in favour of the view that truth is approached by successive improvements in our inevitably imperfect attempts to attain it. In this respect Hegel's procedure is similar to that of Aristotle himself, who characteristically constructs his own view of metaphysics, physics, ethics, etc., from the imperfect, but not flatly false, opinions of his predecessors. ‘The truth is the whole’, that is, the whole sequence of our attempts to reach it. (shrink)

Perhaps one of the most difficult passages in Hegel's Science of Logic is his treatment of contradiction. If each moment of Hegel's logic is understood to constitute a sort of proof and since contradiction itself is presented as a moment of the logic, then in what sense can one comprehend a proof of contradiction as such? It is difficult to formulate this in any way that does not sound fundamentally incoherent, since it is not just at odds with our ordinary (...) way of thinking but also with the overwhelming majority of the Western philosophical tradition. The basic problem, essentially, is this: if Hegel's logic includes contradiction as one of its moments, then how is Hegel's entire philosophical project not simply incoherent? In the first part of this article, I will attempt to demonstrate one way in which Hegel's treatment of contradiction could in fact be considered coherent, through a close reading of the relevant passages. In this reading, I will particularly focus on the function of Hegel's dialectical concept of sublation (aufheben), and attempt to show (by example) how analysing Hegel's nuanced use of sublation can help us to work through some of his logic's complexities. The overall purpose here will be to present a systematic (as opposed to historical) exposition of Hegel's concept of contradiction and to illustrate the important role that this concept (as the contradiction of contradiction) plays in Hegel's logical method. (shrink)

This essay evaluates Hegel's claim that the phenomenon of time exhibits a quantitative logic in the context of a paradox concerning temporal presence. On the one hand, in time, the present always is. It seems that the very nature of time, assuming that it is really passing, requires us to assent to the continuous being of the present. If time is always passing, there must always be a present when the passing actually occurs and thus when beings actually exist. On (...) the other hand, any particular moment of presence, as a point or an interval, immediately ceases to be or has not yet come to be. And, because of this, no delineated moment can be purely self-present. Conceived as an unextended point, presence would be nothing enduring of its own against time's passing, while, conceived as an interval, presence contains before and after within itself, meaning as an interval that is not actually present at once. The paradox is therefore that time's passing demands we think being present and presence as being, while being present, strictly speaking, seems impossible due precisely to that passing. Hegel claims to reconcile the self-same form of presence, a presence that always is, with continuous change under the category of quantity. However, I argue that the non-identity between the logical category and the phenomenon of time renders this reconciliation ineffective against the paradox, breaking down, more specifically, as it concerns the formation of a temporal magnitude. I evaluate alternative Hegelian interpretations for determining whether the irresolvability of the paradox proves problematic after all, arguing that the paradox in fact presents a significant problem for the conceivability of temporal existence. (shrink)

The notion of modernism, originally a classificatory term in art and literary criticism, now a common term of art in many philosophic (and anti?philosophic) programs, has remained an elusive, often vague point of view. For a discussion of the notion's historical accuracy and philosophic legitimacy this article selects an author greatly responsible for setting out the problem (called by him ?nihilism') and philosophically sensitive to the issues involved in claiming that something essential to a tradition has ?ended? and something new (...) ?begun?: Nietzsche. Such issues are: what needs to be shown in order to demonstrate that indeed a complete ?break? in a tradition has occurred, especially if part of that claim is that this break ought to have occurred? And: what consequences follow, particularly with respect to the possibility of ?post?modern? ?justification'? Nietzsche's answers to these questions are more subtle than has been appreciated, and can, when pursued properly, help reveal the strengths and weaknesses of such post?Nietzscheans as Heidegger, Deleuze, Foucault, and Derrida. (shrink)

One of the most interesting debates in Hegel scholarship today comes from the question of how to interpret Hegel’s treatment of contradiction in the Science of Logic.1 Some interpreters claim that Hegel defiantly disregards the basic law of noncontradiction, which states that something cannot both be and not be in the same time, manner, or place, proposing instead that for Hegel true contradictions really do exist, and not only in rational conception but equally in the very fabric of reality. However, (...) other interpreters propose less direct readings of Hegel’s thesis from productive contradiction, either by limiting Hegel’s conception of contradiction to only certain forms, such as only in... (shrink)