Some hold that the lesson of Russell’s paradox and its relatives is that mathematical reality does not form a ‘definite totality’ but rather is ‘indefinitely extensible’. There can always be more sets than there ever are. I argue that certain contact puzzles are analogous to Russell’s paradox this way: they similarly motivate a vision of physical reality as iteratively generated. In this picture, the divisions of the continuum into smaller parts are ‘potential’ rather than ‘actual’. Besides the intrinsic interest of (...) this metaphysical picture, it has important consequences for the debate over absolute generality. It is often thought that ‘indefinite extensibility’ arguments at best make trouble for mathematical platonists; but the contact arguments show that nominalists face the same kind of difficulty, if they recognize even the metaphysical possibility of the picture I sketch. (shrink)

This contribution considers the potential of critical realism to illuminate the nature of crises, crisis management, and crisis lessons. After reviewing key aspects of critical realism in general, the analysis notes the challenge of developing critical realism in particular by identifying appropriate entry-points and standpoints for the analysis of specific explananda. It then provides a general critical realist account of the nature of crises in the social world and of learning in, about, and from crisis. A key concept here is (...) symptomatology — the exploration of the contingently necessary relation between actual symptoms and underlying causal mechanisms. This is related in turn to the crucial distinction between scientifically adequate explanations of crisis and conjuncturally ‘correct’ readings of the potential for transformative action in the face of crisis. This has important bearings on the emancipatory contribution of critical realism in the context of a continuing critique of ideology and domination. The article then provides particular critical realist accounts of the abstract possibility of crisis in the capitalist mode of production and its concrete actualization in the complex, overdetermined cases of the North Atlantic Financial Crisis and the Eurozone Crisis. It ends with some general remarks on the potential of crisis as an entry-point into the analysis of the contradictory nature of social structures. (shrink)

The conceptual pair of own-world (ídios kósmos) and common world (koinós kósmos) constitutes an archaic pair, originally introduced by Heraclitus. More than two millennia after its introduction, Binswanger picked up this conceptual pair in the attempt to understand existence and mental disorder. Ever since, this conceptual pair has been part of the conceptualization of schizophrenia in phenomenological psychopathology. However, the concepts of ídios kósmos and koinós kósmos have seldomly been elaborated and expanded upon, and certain unclarities rest within the literature. (...) This paper resolves some of these unclarities and contributes to a theory of anthropological proportions, which furthers our understanding of ídios kósmos and koinós kósmos. The paper begins with an exploration of the theoretical underpinnings of this conceptual pair, i.e., it discusses the concept of world, what is understood by common world, and what it means to live in an own-world. This theoretical exploration segues into an in-depth analysis of the alterations of experiential life in schizophrenia, which can be illuminated via this conceptual pair. It is further argued that this conceptual pair contributes to an understanding of the puzzling phenomenon of double bookkeeping. Finally, the paper concludes in a discussion of clinical implications of this conceptual pair, stressing the importance of a mindfulness of the alterations to the ídios kósmos and koinós kósmos in schizophrenia. (shrink)

At Metaphysics A 5 986a22-b2, Aristotle refers to a Pythagorean table, with two columns of paired opposites. I argue that 1) although Burkert and Zhmud have argued otherwise, there is sufficient textual evidence to indicate that the table, or one much like it, is indeed of Pythagorean origin; 2) research in structural anthropology indicates that the tables are a formalization of arrays of “symbolic classification” which express a pre-scientific world view with social and ethical implications, according to which the presence (...) of a principle on one column of the table will carry with it another principle within the same column; 3) a close analysis of Aristotle's arguments shows that he thought that the table expresses real causal relationships; and 4) Aristotle faults the table of opposites with positing its principles as having universal application and with not distinguishing between those principles that are causally prior and those that are posterior. Aristotle's account of scientific explanation and his own explanations that he developed in accordance with this account are in part the result of his critical encounter with this prescientific Pythagorean table. (shrink)

When Aristotle limits the manifestation of true courage to the military context only, his primary target is an overly inclusive conception of courage presented by Plato in the Laches. At the same time, Aristotle explicitly tries to demarcate his ideal of genuine courage from the paradigmatic examples of courageous actions derived from the Homeric epics. It remains questionable, though, whether Aristotle is truly earnest in his efforts to distance himself from Homer. It will be argued that Aristotle's attempt to associate (...) with Homer the two forms of specious courage—courage of the citizen troops and spirit-caused courage—fails to provide sufficient criteria for the demarcation in question. All the essential elements of the Aristotelian account of courage, such as a voluntary choice, a noble goal, and a thumos-driven reaction guided by reason are exemplified by a number of Homeric characters as well. It is thus likely that the philosopher's account of courage largely incorporates the poetic tradition at a new level, rather than supersedes it. (shrink)

In her 1996 and 2006 essays “Being and Becoming: Rhetorical Ontology in Early Greek Thought” and “The Task of the Bow: Heraclitus’ Rhetorical Critique of Epic Language,” Carol Poster was the first to argue for the historical and theoretical relevance of Heraclitus in the discipline of rhetoric. Despite the admonitions of Edward Schiappa (1999) and Thomas Cole (1991) against applying rhetorical theories that only emerged after the fourth century BCE to pre- or proto-rhetorical texts, Poster argues that Heraclitus merits the (...) attention of rhetorical as well as philosophical scholarship not only because Heraclitus had such a profound influence on the thought and work of thinkers who would later become the ancient .. (shrink)

Questo articolo presenta un quadro dei problemi che il frammento B85DK di Eraclito solleva e delle interpretazioni antiche e moderne che sono state suggerite. In particolare, è esaminata la testimonianza di Aristotele, la più antica e anche la più profonda e articolata. Una panoramica sui significati di thumos, punto centrale del frammento, mostra che per Aristotele questo concetto non si esaurisce nel pathos dell’ira. Il thumos è in primo luogo una dunamis, una facoltà dell’anima che rende possibile non solo il (...) pathos, l’affezione passeggera dell’ira, ma anche il coraggio, l’impulsività, l’affetto, il senso della libertà e dell’autorità. Questa nozione aristotelica, così ricca e polimorfica da sottrarsi a una traduzione unica esaustiva, proviene in realtà dalla sistematizzazione di un materiale molto antico, omerico e presocratico, legato ai proverbi. Eraclito stesso ne offre già una formulazione che sintetizza due aspetti che Aristotele accoglie e sottolinea: la forza irresistibile e inarrestabile dello slancio impulsivo naturale, una volta che sia stato innescato, e l'estrema conseguenza a cui puo' portare, e cioè la perdita della vita stessa. (shrink)

I argue that these inconsistencies in wording and practice reflect the existence of two distinct Aristotelian views of inquiry, one peculiar to the Posterior Analytics and the other put forward in the Physics and practiced in the Physics and in other treatises. Although the two views overlap to some degree (e.g. both regard a rudimentary understanding of the subject as an essential first stage), the view of the syllogism as the workhorse of scientific investigation and the related view of inquiry (...) as a search for the ‘missing middle terms’ turn out to be ideas peculiar to the Analytics. Conversely, the techniques of analysis and differentiation highlighted in the Physics account receive only cursory attention in the Analytics. However, when we consider the character of Aristotle’s own inquiries, on both scientific and philosophical topics, it becomes clear that it is the Physics rather than the Posterior Analytics that gives us Aristotle’s considered view the path to knowledge. (shrink)

Aristotle presented an influential conception of the universe consisting of a sphere of fixed stars with a spherical Earth at its centre. A spherical conception of heaven and Earth appears also in Plato’s writings. In presocratic cosmology, the idea of a spherical universe appears probably first in the thoughts of the Pythagoreans and Parmenides. But while there is no surviving evidence for the cosmology of early Pythagoreans, various sources mention in relation to Parmenides a solid surrounding part and a spherical (...) Earth at the centre of the universe. Being, which Parmenides had likened to a sphere, may have moreover in a cosmological sense referred to ‘heaven.’ Furthermore, we can observe in presocratic cosmologies a development which shows that the cosmology of heavenly sphere appeared in the fifth century BCE. Although Parmenides is commonly thought to have influenced especially ontology, one can argue that it was he who introduced the concept of a heavenly sphere to cosmology, a notion which in Aristotle’s thought evolved into the notion of a sphere of fixed stars forming the boundary of the world. (shrink)

The inclusion of De astrologia in the Lucianic corpus has been disputed for centuries since it appears to defend astrological practices that Lucian elsewhere undercuts. This paper argues for Lucian’s authorship by illustrating its masterful subversion of a captatio benevolentiae and subtle rejection of Stoic astrological practices. The narrator begins the text by blaming phony astrologers and their erroneous predictions for inciting others to “denounce the stars and hate astrology” (ἄστρων τε κατηγοροῦσιν καὶ αὐτὴν ἀστρολογίην μισέουσιν, 2). The narrator assures (...) readers that he, the knowledgeable astrologer, will correct for the “stupidity and laziness” (ἀμαθίῃ καὶ ῥαθυμίῃ, ibid.) that bring about false predictions. The narrator’s credibility quickly decays when he attempts to recast Orpheus, Bellerophon, Icarus, Daedalus, and a host of other mythological figures as Greek astrologers. Lucian’s audience would expect such far-fetched interpretations of myth from the stereotypical Stoic philosopher, a character lampooned elsewhere in the Lucianic corpus. (shrink)

In 1927, the Scottish philosopher John Anderson arrived in Australia to take up the chair of Philosophy at the University of Sydney. By the late 1930s, the ‘macrostructure’ of his realist system was in place. It includes a theory of process and a substantial metaphysics, one that opposes positivism, linguistic philosophy and all forms of idealism. However, beyond Australia it remains largely unknown, despite its bearing on a number of current issues in psychology and the social sciences generally. This article (...) outlines Anderson’s transition from Hegelian idealism to realism, describes aspects of his ontology and epistemology, compares some of Anderson’s ideas with Dewey’s pragmatism and explains their relevance to present-day psychology. (shrink)

This paper offers a new reading of Heraclitus fragment B90 (Diels-Kranz). It argues that we can enrich our understanding of the fragment by reading it, not as a primitive analogy, but as a skillful simile grounded both in the poetic tradition and in the cultural context that would have conditioned its significance for Heraclitus and his audience. Read in this way, B90’s evocation of a cosmos whose common measure parallels the common measure of the polis’ marketplace is not simply a (...) source of cosmological doctrine. It is also an epistemic challenge that threatens to undermine the very possibility of cosmology. (shrink)

This paper is a review of words and their meanings in the field of technology studies, and an analysis the semantics of an idealistic international technology-related social movement that flourished briefly during the second half of the twentieth century. Sloppy nomenclature employed by proponents and observers of the movement led to people with opposite views appearing to agree (and vice versa), with the consequence that the movement’s valuable policy insights exerted only marginal influence on mainstream technology policy. I conclude that (...) poor technological semantics may undermine effective technological practice. Suggestions for a constructive technological nomenclature are presented. (shrink)

The paper explores the interrelations between Pindar, Heraclitus and the Hippocratic author with regard to ideas of the body, the soul and dreams. I shall consider Pindar’s fr.131b as an overlooked testimony of the poet’s interest in a non-Homeric conceptualization of the soul. I will suggest reading Heraclitus’ fragments B26 and B21 together and offer a new interpretation of the latter. Furthermore, I will compare Pindar’s fr. 131b with the HippocraticOn Regimen(4. 86, 87) and Pindar’s fr. 133 withOn Regimen(4. 92) (...) respectively, in order to highlight unnoticed similarities. (shrink)

In the analysis of Anaxagoras’ physics in view of the relation between his teachings on multitude and heterogeneity, two central questions emerge: 1) How can the structure of the universe considered purely mereo-topologically help us explain that at the first cosmic stage no qualitative difference is manifest in spite of the fact that the entire qualitative heterogeneity is supposedly already present there? 2) How can heterogeneity become manifest at the second stage, resulting from the noûs intervention, if according to fragment (...) B 6 such a possibility requires the existence of “the smallest”, while according to the general principle stated in fragment B 3 there is not “the smallest” but always only “a smaller”? This paper showcases the perplexity of these two questions but deals only with the former. The answer follows from Anaxagoras’ being a thoroughgoing infinitist in the way in which no Greek physicist was: the principle of space isotropy operative in geometry is extended to physics as well. So any two parts of the original mixture are similar to each other not only in view of the smaller-larger relation but also because each contains everything that the other one contains. This in effect means that at the stage of maximal possible heterogeneity each part of any part contains infinitely many heterogeneous parts of any kind whatsoever. So, neither can there be homogeneous parts in view of any qualitative property, nor can there be predominance in quantity of parts of any kind that would make some property manifest. (shrink)

Some philosophers hold that mathematics depends on idealising assumptions. While these thinkers typically emphasise the role of idealisation in set theory, Edmund Husserl argues that idealisation is constitutive of the early Greek geometry that is codified by Euclid. This paper takes up Husserl's idea by investigating three major developments of Greek geometry: Thalean analogical idealisation, Hippocratean dynamic idealisation, and Archimedean mechanical idealisation. I argue that these idealisations are not, as Husserl held, primarily a matter of ‘smoothing out’ sensory reality to (...) produce ideal, ‘perfect’ figures. Rather, Greek geometry depends on assuming some falsehoods – equidistance from a source of illumination, a perfectly unwavering hand, or a machine that weights abstract objects – in order to make complex problems tractable. Although these idealisations were rarely discussed explicitly in antiquity, they can be systematically reconstructed from our extant sources. (shrink)

The interpretation of Parmenides’ Περί Φύσεως is a fascinating topic to which philosophers, historians of philosophy and scientists have dedicated many studies along the history of Western thought. The aim of this paper is to present the reading of Parmenides’s work offered by Federigo Enriques. It is based on several original theses: (1) Parmenides was the discoverer of abstract geometry; (2) his critics was addressed against the Pythagoreans rather than against Heraclitus; (3) Parmenides discovered and applied the contradiction and the (...) third excluded principles in the context of his research on foundation of geometry; (4) Parmenides’s metaphysical and physical conceptions have their bases in his speculation on geometry; (5) Parmenides used the principle of sufficient reason. Enriques’s reading is worth being expounded and discussed within the historical, philosophical and scientific context in which it is inserted. Since Enriques’s ideas are not widely known and discussed, my research has the purpose to fill this gap. The article also aims to provide elements to illustrate the discussion on Parmenides in the first half of the last century. (shrink)

I argue that the unthought philosophical bias in favor of seriousness and sense rather than nonsense and joking blocks the path to reality. Because of this bias we obsess over significant signs and forget to consider what signs are signs of; we lose sight of the forest because there are so many interesting trees. Through a thoroughgoing interrogation of signs or appearances, we can reveal what it is that all signs present or represent: the underlying real joke. Once the “sensible (...) bias” of philosophy is overcome and the sense of nonsense restored, we can reveal the object of ontology—the Kantian noumenon—and, therefore, understand the necessary order of signification or representation. In this way, I argue, we can come to be equally amused by all appearances, recognizing that their deceptive character is necessitated by the playful nature of the real thing which, qua joke, provokes amusement. (shrink)

Przedmiotem artykułu są teorie pierwszych ontologów greckich: Ksenofanesa, Parmenidesa i Melissosa na temat bytu, jego jedności i tożsamości, z uwzględnieniem niektórych poglądów Zenona. Naczelnym problemem artykułu jest pytanie o naturę relacji bytu względem świata u filozofów eleackich. Celem jest opis sposobu rozumienia tego powiązania, zaproponowanego przez każdego z nich. W rezultacie analiz porównawczych, opierając się na badaniu zachowanych fragmentów tekstów starożytnych, okazało się, że Ksenofanes jest autorem koncepcji Jedno-Boga tożsamego ze światem, zaś Parmenides sformułował oryginalną teorię bytu transcendującego świat cielesny, (...) ale stanowiącego jego rację tożsamości jako całości. Przedstawiona w artykule interpretacja poglądów Parmenidesa stanowi ujęcie odmienne od powszechnie przyjmowanego. Melissos natomiast wykorzystując Parmenidejski sposób rozumienia bytu jako czegoś jednego umieszcza go w świecie. Zbliża to poglądy Melissosa do poglądów Ksenofanesa. Każda z tych teorii nastręcza jednak wielu problemów interpretacyjnych, wynikających przede wszystkim z niewielkiej ilości tekstów źródłowych. ------------------------- Zgłoszono: 06/11/2022. Zrecenzowano: 13/12/2022. Zaakceptowano do publikacji: 20/12/2022. (shrink)

It might seem quite commonplace to say that Aristotle identifies fire, air, water and earth as the στοιχεῖα, or ‘elements’ – or, to be more precise, as the elements of bodies that are subject to generation and corruption. Yet there is a tradition of interpretation, already evident in the work of the sixth-century commentator John Philoponus and widespread, indeed prevalent, today, according to which Aristotle does not really believe that fire, air, water and earth are truly elemental. The basic premise (...) of this interpretation is that Aristotle takes fire, air, water and earth to be, in some sense, composite bodies and, as such, analysable into simpler constituents. But, of course, an element of bodies is defined by Aristotle himself as something into which bodies can be analysed, and which does not admit further analysis . So if fire, air, water and earth can be analysed into simpler or more basic constituents, then it would seem to follow that the latter ought to be considered Aristotle's true elements. These are usually identified as the primary contraries hot and cold, dry and wet; many, perhaps most, commentators would insist also upon prime matter as the subject upon which these contraries act. (shrink)

Although T.L.S. Sprigge described idealist philosophy as the stage beyond religion, his pantheistic idealism, while not itself a religion, offers a conception of God that seeks to meet the aspiration of human beings to understand their own place in the universe. While he shared with most mid twentieth century British philosophers a basic assumption of the primacy of experience, Sprigge took this strong empiricist assumption in a Berkeleyian rather than a Humean direction. This enabled him to find a place for (...) the phenomenon of religious consciousness, which he saw as the source of a yearning that can be met by absolute idealism's conception of a 'Whole' that encompasses ourselves and all aspects of our world. He describes this recognition as the faltering adumbration of a truth - one that is sometimes encountered in aesthetic experience, and sometimes more directly in the lives of mystics.The metaphysical basis for this form of absolute idealism is provided by a concept of time in which each fleeting 'now' has a fixed and permanent place, and by a theory of identity according to which personal individuality is dissolved in a unitary 'Whole'. (shrink)

This page is dedicated to an analysis of the first section of Parmenides' Poem, the Way of Truth, with a selection of critical judgments by the most important commentators and critics. In the Annotated Bibliography I list the main critical editions (from the first printed edition of 1573 to present days) and the translations in English, French, German, Italian and Spanish, with a selection of studies on Parmenides; in future, a section will be dedicated to an examination of some critical (...) variants of the Greek text, with particular attention to corrections to the Diels-Kranz (abbreviated DK) edition of the Fragmente der Vorsokratiker. The fragments of Parmenides' Poem are cited according to Diels-Kranz numbering system as adopted in the 6th edition, Berlin 1952; the Poem is divided into three parts: the Proem fr. I, 1-32; the Way of Truth (Alethéia) from fr. II to VIII, 49, and the Way of Mortal Opinion (Doxa) fr. VIII, 50 to XIX, 3. (shrink)

The usual interpretation has it that Anaximander made ‘the Boundless’ the source and principle of everything. However, in the works of Aristotle, the nearest witness, no direct connection can be found between Anaximander and ‘the Boundless’. On the contrary, Aristotle says that all the physicists made something else the subject of which ἄπειρος is a predicate. When we take this remark seriously, it must include Anaximander as well. This means that Anaximander did not make τὸ ἄπειρον the source or principle (...) of everything, but rather called something else ἄπειρος. The question is, then, what was the subject that he adorned with this predicate. The hypothesis defended in this article is that it must have been ϕύσις, not in its Aristotelian technical sense, but in the pregnant sense of natura creatrix: the power that brings everything into existence and makes it grow and move. This ‘nature’ is boundless. It rules everything and in this sense it can be called ‘divine’. Being boundless, the mechanisms of nature, in which the opposites play an important role, are multifarious. The things created by boundless nature are not boundless, but finite, as they are destined to the destruction they impose onto each other, as Anaximander’s fragment says. (shrink)

Near the beginning of De Gen. et Cor. II.1, Aristotle claims that the generation and corruption of all naturally constituted substances are “not without the perceptible bodies”. It is not clear what he intends by this. In this paper I offer a new interpretation of this assertion. I argue that the assumption behind the usual reading, namely, that these “perceptible bodies” ought to be distinguished from the naturally constituted substances, is flawed, and that the assertion is best understood as a (...) claim that Aristotle has established in the second half of the first book of the De Gen. et Cor. (shrink)

In paragraphs 5 and 86 of the De sensibus Theophrastus gives a brief report of Plato’s views on the sense of vision and its object, i. e. colour, based on the Timaeus. Interestingly enough, he presents the Platonic doctrine as a third alternative to the extramission and intromission theories put forward by other ancient philosophers. In this article I examine whether or not Theophrastus’ account is impartial. I argue that at least some of his distortive departures from the Platonic dialogue (...) are due to his Aristotelian inheritance, even though they do not always represent Aristotle’s expressed views. (shrink)

It is usually said that there is a clear difference between pre-philosophical texts such as Homer’s Iliad and what is provided in the fragments corresponding to first philosophers such as Thales of Miletus. This paper tries to show that this is not undoubtedly so, and it does that by means of the analysis of a fragment of the Iliad in which Hypnos is speaking. In this way, the main argument is that, while the fragment can be interpreted both in a (...) literal and in a metaphorical or poetic sense, in both of those cases it can be thought that it is related to philosophy or rational thinking. If the interpretation is literal, the fragment expresses an idea very akin to an important thesis by Thales of Miletus. On the other hand, if the interpretation is metaphorical or poetic, we have to assume, following several contemporary reasoning theories, that the fragment is essentially based on an evident rational inference. (shrink)

_ Source: _Volume 63, Issue 1, pp 1 - 24 This article examines Diogenes of Apollonia’s doctrines of intellection and soul in relation to his material principle, air. It argues that for Diogenes both intellection and soul are not, as commonly thought, some sort of air, even though both intellection and soul are to be understood in terms of air and the system of τρόποι of air that he has set up. These new interpretations of intellection and soul yield insight (...) into Diogenes’ claims about the ordering activity of air as intellection and a renewed appreciation for his material monism. (shrink)

The paper provides an innovative interpretation of the treatise De Victu, showing that, though Heraclitean, Anaxagorean and Empedoclean borrowings in the work are certainly pervasive, the author also develops a sophisticated and multi-purpose explanatory framework, which, being based on an original conception of the nature of man, the cosmos and the relationship between the two, provides an effective foundation for the medical enterprise, allowing him to propose his dietetics as a ‘way of life’. At the core of this enterprise is (...) the relationship between microcosm and macrocosm: in virtue of this relationship, I submit, the cosmos becomes both an active factor to be taken into account for the maintenance of individual physical well-being and the normative standard to which a dietician and whoever cares about health must refer in order to live the healthiest possible life. (shrink)

The paper demonstrates that Parmenides’ monism is a logical consequence of his criteria for philosophy, in conjunction with the logical operators he uses, and their holistic connection. Parmenides, I argue, is the first philosopher to set out explicit criteria for philosophy, establishing as criterion not only consistency, but also what I call rational admissibility, the requirement when giving an account of something that the account be based on rational analysis and can withstand rational scrutiny. I give a detailed account of (...) the logical operators Parmenides uses in his argument and of the way in which his notion of being is tailored to fit both them and his criteria for philoso-phy. (shrink)

Abstract: This article presents a strategy for introducing Presocratic thought to students in a manner that is both engaging and relevant. The first section addresses students' reactions to the claim that the Presocratics were the first philosophers. The second section considers how the fragmentary state of Presocratic thought does not hinder its comprehension. The third section proposes a classroom exercise for testing the scientific merits of each of the Presocratic theories. The final section proposes the use of a mock trial (...) as a means of applying the materialist approach introduced by the Presocratics to contemporary debates about free will and determinism. (shrink)

It is difficult for us to effectively diagnose our current character state such that we can follow Aristotle's advice to aim for the opposite extreme. The law can provide us a general standard, and the household strives to fill in the particular gaps inevitable to laws that must be universal. Neither, however, can ensure a proper diagnosis. Careful attention to Aristotle's discussion of how the medical doctor generates health gives us a model we can apply to Aristotle's discussions of character (...) virtues and vices in Book IV of Nicomachean Ethics. The medical doctor must identify the form of health and its various lacks, must have a sufficiently varied set of images by which to properly grasp these in the varied context of human beings, must attend carefully to the patient's impeded form of health, and must trace this impediment back to some cause on the basis of which she can act to correct the problem. By applying this model, we can more profitably employ Aristotle's discussions of individual virtues in our responsible attempts to diagnose and heal the characters of those who belong to us. (shrink)

It was with some trepidation that I agreed to speak today, because of a strong doubt that I could say anything substantial not already to be found in the literature of the subject. I cannot say that this trepidation has been subsequently relieved: all I can claim to offer in this paper is a review of certain basic characteristics or themes in the quantum-mechanical situation (which by now should, I think, be thoroughly understood by everyone engaged with the matter), supplemented (...) by some rather general reflections on our philosophical predicament. In aid of these more general reflections, I shall indulge a proclivity for calling on historical matters—some fairly recent, some older, some ancient—which I hope may serve to place current issues in a useful perspective; and I ask your forgiveness for allowing myself to quote certain previous, but hitherto unpublished, remarks of my own. (shrink)

When I purchased Verdict on Jesus: A New Statement of Evidence, published by SPCK in 2010, I hoped it would confront me with the very latest attempt to vindicate Christian doctrines. In fact the book turns out to be fundamentally a reissue of a very conservative apologetic work of that title, first published sixty years earlier by an Anglican – Leslie Badham, who later became Vicar of Windsor and chaplain to the Queen. Admittedly, he updated the book in 1971, and (...) in 1983 his son, the Revd. Professor Paul Badham, further revised it after the author's death, and later reissued it as a fourth edition, with further revision, in 1995. The present edition is thus the fifth, and includes a new introduction by Paul Badham and three new chapters (one of which he has written himself) presented with his conviction that the book is ‘a religious classic’ and ‘its central argument of permanent validity’. -/- One of the added chapters, entitled ‘Current Trends in Historical Jesus Research’, by the New Testament scholar Kathy Ehrensperger (239–258) is of philosophical interest. She insists that it is now acknowledged that a historical account is ‘not an objective reconstruction of the past’ but ‘a narrative about it from the perspective of the present’ – a perspective informed by the historian’s own ‘hermeneutical presuppositions’, who in consequence cannot ‘retrieve neutral facts from the past and thereby present an original, that is, “true” image of “how it really was”.’ This insight, she says, constitutes a ‘challenge to the notion of history as a discipline’. Scholars can do no more that provide ‘reconstructions ... informed by the best available contextual information interpreted in a responsible way which is sensitive to the data’. But ‘because of the limitations of the discipline of history itself’, they cannot ‘excavate the real Jesus ... as he really was’, and the present diversity of interpretations of him ‘should not be deplored’ but is ‘to be expected’, and is not ‘evidence for the failure of ... research’. (shrink)

A pergunta, “Tudo é número?” no título do famoso artigo de 1989 de Zhmud, deixa aberto um desafio para o extremamente importante testemunho aristotélico de que “tudo é número” era a definição fundamental da filosofia pitagórica. Tal desafio não é nada simples, especialmente quando se considera que, até então, as histórias tanto da filosofia quanto da matemática antiga parecem não ter dúvidas de que esta afirmação é correta. Este artigo pretende submeter à avaliação crítica a alegação de Aristóteles de que (...) os pitagóricos acreditavam que “tudo é número”. Nossa análise dos muitos modos nos quais Aristóteles enuncia a tese de que “tudo é número” revelará, para além de variações meramente semânticas, uma contradição teórica fundamental que o próprio Aristóteles parece incapaz de resolver. De fato, três versões diferentes da doutrina estão presentes na doxografia aristotélica: uma identificação dos números com objetos sensíveis; uma identificação dos princípios dos números com os princípios das coisas que existem; uma imitação dos objetos pelos números. Enquanto as versões e parecem identificar, em termos que lembram Platão, os números com a causa material da realidade, a versão, a saber, números como causas formais da realidade, é uma reconstrução aristotélica da teoria pitagórica. Aristóteles teria sido levado a tal reconstrução pela dificuldade que encontrou para aceitar a noção pitagórica material de número, e por considerá-la, para seu gosto, fortemente marcada pela recepção da mesma teoria no ambiente da Academia. (shrink)