What is recognition and why is it so important? This book develops a synoptic conception of the significance of recognition in its many forms for human persons by means of a rational reconstruction and internal critique of classical and contemporary accounts. The book begins with a clarification of several fundamental questions concerning recognition. It then reconstructs the core ideas of Fichte, Hegel, Charles Taylor, Nancy Fraser, and Axel Honneth and utilizes the insights and conceptual tools developed across these chapters for (...) developing a case for the universal importance of recognition for humans. It argues in favour of a universalist anthropological position, unusual in the literature on recognition, that aims to construe a philosophically sound basis for a discourse of common humanity, or of a shared human life-form for which moral relations of recognition are essential. This synthetic conception of the importance of recognition provides tools for articulating deep intuitions shared across cultures about what makes human life and forms of human co-existence better or worse, and thus tools for mutual understanding about the deepest shared concerns of humanity, or of what makes us all human persons despite our differences. -/- Recognition and the Human Life-Form will appeal to readers interested in philosophical anthropology, social and political philosophy, critical theory, and the history of philosophy. It also provides ideas and conceptual tools for fields such as anthropology, education, disability studies, international relations, law, politics, religious studies, sociology, and social research. (shrink)

A substantial article length introduction to a collection on social ontology and mutual recognition.

Why is recognition of such an importance for humans? Why should lack of recognition motivate people to fight or work for recognition? In this article, I first discuss shortly Axel Honneth's psychologizing strategy for answering these questions, and suggest that the psychological harms of lack of recognition pointed out by Honneth are neither sufficient nor necessary for motivation to fight or work for recognition to arise. According to the alternative that I then spell out, recognition and lack of it are (...) so intimately intertwined with some of the most fundamental and intuitively appealing facts about what it is to be a person in a full-fledged sense — arguably in any culture — that there are reasons to be optimistic about a more or less universal existence of latent motivation to fight or work for more or more equal recognition. (shrink)

In this paprer a class of so called mathematically acceptable (shortly MA) languages is introduced First-order formal languages containing natural numbers and numerals belong to that class. MA languages which are contained in a given fully interpreted MA language augmented by a monadic predicate are constructed. A mathematical theory of truth (shortly MTT) is formulated for some of these languages. MTT makes them fully interpreted MA languages which posses their own truth predicates, yielding consequences to philosophy of mathematics. MTT is (...) shown to conform well with the eight norms presented for theories of truth in the paper 'What Theories of Truth Should be Like (but Cannot be)' by Hannes Leitgeb. MTT is also free from infinite regress, providing a proper framework to study the regress problem. (shrink)

Ordinary and transfinite recursion and induction and ZF set theory are used to construct from a fully interpreted object language and from an extra formula a new language. It is fully interpreted under a suitably defined interpretation. This interpretation is equivalent to the interpretation by meanings of sentences if the object language is so interpreted. The added formula provides a truth predicate for the constructed language. The so obtained theory of truth satisfies the norms presented in Hannes Leitgeb's paper 'What (...) Theories of Truth Should be Like (but Cannot be)'. (shrink)

According to a widely shared view, a radical change took place in the role of intersubjectivity in Hegel's philosophy somewhere between Jena and Berlin. For instance, Jürgen Habermas's judgement is that whereas in the Jena writings – in the JenaRealphilosophien, and perhaps still in the 1807Phenomenology of Spirit– Hegel conceived of intersubjectivity as an essential element in the constitution of subjectivity and of objectivity, in Berlin Hegel's intersubjectivist conception was replaced by a metaphysics of the absolute I or absolute self-consciousness, (...) in which intersubjectivity no longer plays any important constitutive role.Perhaps it is due to something like this view having been mostly taken for granted even among Hegel-specialists that scholarly literature on intersubjectivity in Hegel's late Encyclopaedic system is indeed very scarce. Robert R. Williams'Hegel's Ethics of Recognitionargues convincingly that the theme of intersubjective recognition can be seen as a central thread running through the whole of Hegel's Encyclopaedic philosophy ofobjectivespirit. But very little has so far been written on the theme of intersubjectivity or intersubjective recognition in Hegel's Encyclopaedic philosophy of subjective spirit. My thesis in what follows is that intersubjectivity or intersubjective mediation in recognition can and should in fact be seen as an essential constituent also of subjective spirit as Hegel conceptualises it in the 1830 Encyclopaedia. (shrink)

Every countable language which conforms to classical logic is shown to have an extension which has a consistent definitional theory of truth. That extension has a consistent semantical theory of truth, if every sentence of the object language is valuated by its meaning either as true or as false. These theories contain both a truth predicate and a non-truth predicate. Theories are equivalent when sentences of the object lqanguage are valuated by their meanings.

This article begins by tracing two issues to be kept in mind in discussing the theme of love as far back as Aristotle: on the one hand the polysemy of the term philia in Aristotle, and on the other hand the fact that there is a focal or core meaning of philia that provides order to that polysemy. Secondly, it is briefly suggested that the same issues are, mutatis mutandis, central for understanding the discussion of love or Liebe by Hegel, (...) the central classic reference in debates on recognition. Thirdly, by pointing out a certain ambiguity in Harry Frankfurt’s recent work on love, the article focuses more closely on the thought that love in the simple sense which Aristotle had pinpointed as the focal meaning of philia, which is arguably at the core of Hegel’s discussion of Liebe, and which still forms at least one of the core senses of the term, is a ‘personifying’ attitude of recognition. Finally, drawing on the above points the article addresses the question whether love as a form of recognition is restricted to intimate relations such as those between family-members, ‘lovers’, close friends and so on, or whether it has applications in interhuman relations more broadly. The answer to this question, it is suggested, is essential for the viability of ethically substantial notions of solidarity beyond circles of close acquaintances, whether within the civil society, across nations, or towards future generations. (shrink)

Hannes Leitgeb formulated eight norms for theories of truth in his paper [5]: `What Theories of Truth Should be Like (but Cannot be)'. We shall present in this paper a theory of truth for suitably constructed languages which contain the first-order language of set theory, and prove that it satisfies all those norms.

The aim of this article is to show that the Philosophy of Subjective Spirit in Hegel’s mature Encyclopaedia of Philosophical Sciences contains the outlines of a philosophically rich notion of the constitutive temporality of subjectivity. The temporality of the being of Hegel’s concrete subject is intimately connected with embodiment and sociality, and is thus an essential element of its fully detranscendentalized inner-worldly nature.

Australia experienced the most devastating bush-fire season in recorded history, and right after that the world economy stalled due to a global virus outbreak the severity of which has no modern precedent. Crises tend up speed paradigm shifts, and the one begun in 2020 certainly will. In this paper I will contribute to a shift that has been gathering momentum for some time now, the need for which the current crisis has made all too obvious. This is a shift in (...) Kant and Hegel influenced philosophy from thinking of ‘spirit’ (Geist) as an abstract realm or dimension insulated from nature—frictionlessly spinning without touching it, or at least with a tendency to do this as essential to it—to thinking of spirit as a life-form, situated in nature at large, just as all life is. I will work on this theme by elaborating on three broadly Hegelian ideas. Firstly, that the subjective and objective aspects of ‘spirit’, that is to say the psychological and social structures distinctive of persons and their life, are co-constitutive elements of a whole. This whole is the human life-form, or as I call it more technically ‘the life-form of persons’. Secondly, that recognition (Anerkennung) as self-transcendence and inclusion of otherness is ontologically constitutive of both, and key to their internal interrelations. Thirdly, that though freedom as collective autonomy is distinctive of this life-form, thought on the model of abstraction from necessarily determining otherness it is theoretically mistaken and put in practice pathological of the life-form in a literal sense of ‘pathology’. (shrink)

In this paper a class of languages which are formal enough for mathematical reasoning is introduced. Its languages are called mathematically agreeable. Languages containing a given MA language L, and being sublanguages of L augmented by a monadic predicate, are constructed. A mathematical theory of truth (shortly MTT) is formulated for some of those languages. MTT makes them fully interpreted MA languages which posses their own truth predicates. MTT is shown to conform well with the eight norms formulated for theories (...) of truth in the paper 'What Theories of Truth Should be Like (but Cannot be)', by Hannes Leitgeb. MTT is also free from infinite regress, providing a proper framework to study the regress problem. Main tools used in proofs are Zermelo-Fraenkel (ZF) set theory and classical logic. (shrink)

A theory of truth is introduced for a first--order language L of set theory. Fully interpreted metalanguages which contain their truth predicates are constructed for L. The presented theory is free from infinite regress, whence it provides a proper framework to study the regress problem. Only ZF set theory, concepts definable in L and classical two-valued logic are used.

Heikki Patomäki claims, in ‘After Critical Realism?’, that Roy Bhaskar's early critical realism is inadequate to the contemporary natural and social sciences. He claims that Bhaskar defends anthropomorphic conceptions of causality; fails to recognise real change; and fails to underlabour for futures studies. These claims are based on a series of misunderstandings, notably about the nature and implications of underlabouring. Underlabouring is discussed in terms of the disclosure and transformation of the deep categorial structures of science and theory.