Aristotle: Epistemology, Misc

This article sketches, and works to motivate, a controversial approach to Posterior Analytics II.19. But its primary goal is to recommend a novel solution to one particular interpretive aporia that’s especially vexed recent scholars working on Post. An. II.19. The aporia concerns how to understand the enigmatic "ē ek pantos" ( “or from all...”) in the genealogical account of foundational knowledge at II.19 100a3-9. Our proposed solution to the aporia is discussed in connection with a number of larger philosophical issues (...) concerning Aristotle’s theory of epistēmē. (shrink)

In Metaphysics M.2, 1077a9-14, Aristotle appears to argue against the existence of Platonic Forms on the basis of there being certain universal mathematical proofs which are about things that are ‘beyond’ the ordinary objects of mathematics and that cannot be identified with any of these. It is a very effective argument against Platonism, because it provides a counter-example to the core Platonic idea that there are Forms in order to serve as the object of scientific knowledge: the universal of which (...) theorems of universal mathematics are proven in Greek mathematics is neither Quantity in general nor any of the specific quantities, but Quantity-of-type-x. This universal cannot be a Platonic Form, for it is dependent on the types of quantity over which the variable ranges. Since for both Plato and Aristotle the object of scientific knowledge is that F which explains why G holds, as shown in a ‘direct’ proof about an arbitrary F (they merely disagree about the ontological status of this arbitrary F, whether a Form or a particular used in so far as it is F), Plato cannot maintain that Forms must be there as objects of scientific knowledge - unless the mathematics is changed. (shrink)

Aristotle contrasts episteme and doxa through the key notions of universal and necessary. These notions have played a central role in Aristotle’s characterization of scientific knowledge in the previous chapters of APo. They are not spelled out in APo I.33, but work as a sort of reminder that packs an adequate characterization of scientific knowledge and thereby gives a highly specified context for Aristotle’s contrast between episteme and doxa. I will try to show that this context introduces a contrast in (...) terms of explanatory claims: on the one hand, episteme covers those claims which capture explanatory connections that are universal and necessary and thereby deliver scientific understanding; on the other hand, doxa covers the explanatory attempts that fail at doing so. (shrink)

Väitetään, että nykypäivän populismi vetoaa tosiasioiden sijasta ”kokemukseen”. Mutta mitä on kokemus? Se ei ole vain ennakkoluuloihin nojautuvaa mutua eikä myöskään pelkkää empiirisen datan rekisteröintiä mutta liittyy molempiin. Artikkelin luoma tiivis katsaus kokemuksen käsitehistorian pääpiirteisiin osoittaa, että länsimaisen filosofian perinteessä kokemus on ymmärretty ohittamattomana vaiheena tiedon hankkimisessa ja koettelemisessa. Toisaalta kokemukseen on liitetty tiettyjä tiedollisia heikkouksia – kontingenssi, tilannesidonnaisuus ja ennakoimattomuus – jotka tieteellinen metodi on eri tavoin pyrkinyt voittamaan. Artikkeli esittää, että 1900-luvun filosofinen hermeneutiikka irrottautuu tästä perinteisestä kokemuksen välineellistämisestä (...) ja alistamisesta korkeammille päämäärille ja keskittyy uudella ja hedelmällisellä tavalla juuri mainittuihin kokemuksen ”vaaroihin”. Hermeneuttisesti ymmärretty kokemus muodostuu äärellisen ihmisen ainutkertaisista kohtaamisista todellisuuden muuttuvan ja ehtymättömän mielekkyyden kanssa – omalle ymmärrykselle vieraan toiseuden ja samalla oman ymmärryksen äärellisyyden ja inhimillisen äärellisyyden kohtaamisesta. (shrink)

Anti-exceptionalism about logic is the doctrine that logic does not require its own epistemology, for its methods are continuous with those of science. Although most recently urged by Williamson, the idea goes back at least to Lakatos, who wanted to adapt Popper's falsicationism and extend it not only to mathematics but to logic as well. But one needs to be careful here to distinguish the empirical from the a posteriori. Lakatos coined the term 'quasi-empirical' `for the counterinstances to putative mathematical (...) and logical theses. Mathematics and logic may both be a posteriori, but it does not follow that they are empirical. Indeed, as Williamson has demonstrated, what counts as empirical knowledge, and the role of experience in acquiring knowledge, are both unclear. Moreover, knowledge, even of necessary truths, is fallible. Nonetheless, logical consequence holds in virtue of the meaning of the logical terms, just as consequence in general holds in virtue of the meanings of the concepts involved; and so logic is both analytic and necessary. In this respect, it is exceptional. But its methodologyand its epistemology are the same as those of mathematics and science in being fallibilist, and counterexamples to seemingly analytic truths are as likely as those in any scientic endeavour. What is needed is a new account of the evidential basis of knowledge, one which is, perhaps surprisingly, found in Aristotle. (shrink)

Translation of Aristotle's Posterior Analytics I into Portuguese, with a few notes, experimental glossary and introduction. The translation, which was made at 2003/4, was preliminary and its publication was intended to provide a didactic tool for courses as well as a provisional resource in research seminars. It needs some revision. I am currently working (slowly...) on the revision of the translation and a new revised one will surely appear at some point.

I discuss the notion of education or educatedness (paideia) involved in the ‘educated human being’ (pepaideumenos), which Aristotle presents at the beginning of his Parts of Animals and a few other passages. The competence of educated human beings makes them able to evaluate some aspects of the explanations in a given domain without having a determinate knowledge about the specific subject-matter in that domain. I examine how such a competence is possible and how it is related to other critical abilities (...) which Aristotle usually ascribes to the science of being qua being. Discuto a noção de educação ou cultura (paideia) envolvida na figura do ser humano cultivado (pepaideumenos), que Aristóteles apresenta no início do tratado As Partes dos Animais e em algumas outras passagens. A competência do ser humano cultivado o habilita a avaliar certo aspecto das explicações propostas em um dado domínio, sem requerer dele um conhecimento determinado sobre o assunto específico do mesmo domínio. Examino de que modo essa competência é possível e como ela se articula a outras habilidades críticas que Aristóteles geralmente associa à ciência do ser enquanto ser. (shrink)

For Aristotle, demonstrative knowledge is the result of what he calls ‘intellectual learning’, a process in which the knowledge of a conclusion depends on previous knowledge of the premises. Since demonstrations are ultimately based on indemonstrable principles (the knowledge of which is called ‘νοῦς’), Aristotle is often described as advancing a foundationalist doctrine. Without disputing the nomenclature, I shall attempt to show that Aristotle’s ‘foundationalism’ should not be taken as a rationalist theory of epistemic justification, as if the first principles (...) of science could be known as such independently of their explanatory connections to demonstrable propositions. I shall argue that knowing first principles as such involves knowing them as explanatory of other scientific propositions. I shall then explain in which way noetic and demonstrative knowledge are in a sense interdependent cognitive states – even though νοῦς remains distinct from (and, in Aristotle’s words, more ‘accurate’ than) demonstrative knowledge. (shrink)

In Posterior Analytics 71b9 12, we find Aristotle’s definition of scientific knowledge. The definiens is taken to have only two informative parts: scientific knowledge must be knowledge of the cause and its object must be necessary. However, there is also a contrast between the definiendum and a sophistic way of knowing, which is marked by the expression “kata sumbebekos”. Not much attention has been paid to this contrast. In this paper, I discuss Aristotle’s definition paying due attention to this contrast (...) and to the way it interacts with the two conditions presented in the definiens. I claim that the “necessity” condition ammounts to explanatory appropriateness of the cause. (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)

A philosophical history of the Aristotelian notion of truth, in consideration of later developments of comparative logic and dialectic.

As early proponents of foundationalism, Aristotle and Epicurus share the view that all knowledge rests on indubitable foundations. For Aristotle, these foundations are intellectual first principles. But for Epicurus, sense perception is basic. If certainty is the criterion of knowledge, then, despite their different approaches, neither philosopher succeeds in providing a mechanism sufficient to certify knowledge claims. For the foundationalist wishing to avoid nihilism, therefore, Aristotle’s and Epicurus’ failures are instructive.

This paper provides an interpretation of Aristotle’s criticism to the solution to Meno’s Paradox suggested by Plato. According to Aristotle, when Plato says that reminiscence (anámnēsis) is achieved, what is actually achieved is induction (epagōgê). Our interpretation is based on two aspects: (1) semantic criticism, since Plato’s use of the term anámnēsis is unusual; and (2) the theory is not able to give an adequate explanation of the effective discovery.

This is a brief dictionary entry on the Greek word "techne" (art or skill) as used in ancient Greek philosophy, in particular in the work of Plato and Aristotle. A techne may be a manual craft, such as carpentry, or a science, such as medicine. A techne is based on universal principles and is capable of being taught.

Examina-se a função da dialética, da indução e da inteligência intuitiva na aquisição dos primeiros princípios em Aristóteles, enfatizando a análise de Segundos Analíticos I 18, II 19 e Tópicos I 2. Afirma-se que o processo de aquisição requer a indução, que leva a perceber o universal nos particulares, a dialética, com seus critérios e testes baseados em endoxa para que, então, os primeiros princípios possam ser apreendidos de forma inequívoca pela inteligência, disposição responsável por conhecer os princípios. Vê-se a (...) indução como o método pelo qual se conhece o universal por meio de particulares, a dialética como instrumento metodológico auxiliando na busca pelos princípios, mais especificamente, pelas definições e o nous como faculdade, movimento noético, que opera de forma infalível na intuição dos indemonstráveis. (shrink)

Examina-se o conhecimento científico e a aquisição dos primeiros princípios em Aristóteles partindo da dificuldade suscitada pelo argumento pla- tônico, apresentado em Mênon (80e). Parece que, em Aristóteles, o problema não é que não se possa conhecer, como sugere a dificuldade apresentada em Mênon. Através das sensações obtidas dos particulares e que se tornam expe- riência, engendram-se a arte e a ciência. O conhecimento prévio é suficiente para que se possa prosseguir na investigação e chegar a um conhecimento de um (...) nível maior de abstração. (shrink)

I examine the passages where Aristotle maintains that intellectual activity employs φαντάσματα (images) and argue that he requires awareness of the relevant images. This, together with Aristotle’s claims about the universality of understanding, gives us reason to reject the interpretation of Michael Wedin and Victor Caston, on which φαντάσματα serve as the material basis for thinking. I develop a new interpretation by unpacking the comparison Aristotle makes to the role of diagrams in doing geometry. In theoretical understanding of mathematical and (...) natural beings, we usually need to employ appropriate φαντάσματα in order to grasp explanatory connections. Aristotle does not, however, commit himself to thinking that images are required for exercising all theoretical understanding. Understanding immaterial things, in particular, may not involve employing phantasmata. Thus the connection that Aristotle makes between images and understanding does not rule out the possibility that human intellectual activity could occur apart from the body. (shrink)

According to a long interpretative tradition, Aristotle holds that the formal cause is the ultimate object of induction when investigating perceptible substances. For, the job of induction is to find the essential nature common to a set of individuals, and that nature is captured solely by their shared formal cause. Against this view, I argue that Aristotle understands perceptible individuals as irreducibly composite objects whose nature is constituted by both their formal and their material cause. As a result, when investigating (...) perceptible objects, the job of induction is to discover their composite, formal and material nature. The process by which universal claims about this composite nature are justified, I argue, is similar to what we now know as mathematical induction. In particular, such claims are grounded in a non-enumerative, but replicable process in which things are resolved into their simplest components. As a result, the observation of past uniformities has, at most, a heuristic function in scientific inquiry. (shrink)

Review of Gail Fine, The Possibility of Inquiry (OUP 2014).

Given the evidence available today, we know that the later Middle Ages knew strong forms of idealism. However, Plato alone will not do to explain some of its features. Aristotle was the most important philosophical authority in the thirteenth and fourteenth centuries, but until now no one dared explore in his thought the roots of this idealism because of the dogma of realism surrounding him. I challenge this dogma, showing that the Stagirite contained in his thought the roots of idealist (...) aspects that will be developed, namely by Dietrich of Freiberg and Eckhart of Hochheim, into a fully idealist epistemology. (shrink)

At the beginning of Posterior Analytics 2.19 Aristotle reminds us that we cannot claim demonstrative knowledge ( epistêmê apodeiktikê ) unless we know immediate premisses, the archai of demonstrations. By the end of the chapter he explains why the cognitive state whereby we get to know archai must be Nous . In between, however, Aristotle describes the process of the acquisition of concepts, not immediate premisses. How should we understand this? There is a general agreement that it is Nous by (...) means of which we acquire both premisses and concepts. I argue that this cannot be the case. Since concepts are simples while premisses are composites (predications of concepts), the two cannot be objects of the same cognitive state. I further argue that, whereas Nous is responsible for our grasp of concepts, the state Aristotle elsewhere calls non-demonstrable knowledge is the one whereby we get to know the premisses of demonstrations. (shrink)

In his account of human perception in De Anima, Aristotle focuses on characterizing special perception and its objects. This focus, however, comes at a price, as Aristotle neglects to explain why incidental and common objects should also be called objects of perception. My goal is to reconstruct on Aristotle’s behalf a plausible account of why the commons can rightly be called objects of perception.

Meontology of Gorgias vs. Nihilism. The purpose of this paper is to challenge Gorgias’ image of a “nihilist existentialist”. The original thesis ouden estin, too frequently rendered as „nothing exists”, thus reducing the verb “to be” to denote “bare” existence, and ouden to denote “nothingness”. On close inspection, it turns out that, in Gorgias, neither do we have a negation of reality nor an affirmative treatment of the word “nothingness”.Therefore, ouden” should not be understood as a negation of all reality (...) or a kind of affirmative “nothingness”, whereas “estin” should not be reduced to “bare” existence. (When existence is negated what we obtain is annihilation). Such practices still affect the various translations of Gorgias’ treaty On the non-being or on Nature. Gorgias’ “sophist” thought is typically interpreted as a joke or a parody of dialectical thinking of the Eleatics. In fact, as it turns out, he made no parody of dialectic but applied the elenctic, apagogic method in Zeno’s masterly manner. He did so not for an artificial purpose but to prove the absurdity of the hypothesis of absolute, transcendent (hence incognizable) one Truth-Being, which eliminates the non-being of becoming as absolute non-being. Gorgias argued in earnest in favour of relative being as such, Becoming as the only reality, which from the point of view of absolute being is after all non-being, but not-this-being, or relative non-being but not non-relative non-being, as the Eleatics had claimed. Gorgias’ positions appears to be an apologia of non-being which is, that is of Becoming. We do not transform the “nothing” into a “no thing”. The main question of the treaty is: what is predicated by the word “nothing”? Gorgias’ position can be recapitulated as “nothing is sc. true, there is no criterion because, after all, everything is opinion. It is reinforced further by meontological, i.e. anti-eleatic Gorgias’ emphasis: “No thing is Being (substance)”, because everything is Becoming. Thus the title if Gorgias’ treaty can thus be treated as as an antithesis to that of Melissos’, which – in our opinion – is to emphasize the “non-beingness” of nature, the non-substantiality of things. Therefore, if Gorgias’ text was polemical, and it questioned (while at the same time maintaining the positivity of Becoming as non-being) only the immutability of things, and thus we cannot speak of the existence or the cognizability of natures or of essences of things. In sum, the reasoning of Zeno and Melissos was of a kind that is apt to cut both ways, and that is what Gorgias showed. The argument given as peculiar to himself was to this effect. “What is not” is not, so, it is just as much as “what is”. It is as if the onset of the issues that Plato will take up in The Sophist as the problem of non-being understood as difference. The axis of Gorgias’s anti-eleatic critique, in our view, is his polemic with Parmenides’ famous thesis B3 regarding the relationship of identity or equality between noein and einai. It is an additional and perhaps the most important point of his critique that aims at demonstrating that such relationship is impossible. In brief, things are not words just as thoughts are not words. (shrink)

This essay argues that Cervantes engages and responds to the Platonic critique of mimesis through a tradition that is rooted in Aristotle's _Nicomachean Ethics. Especially in _Don Quixote, the standard by which mimesis is judged in Platonic terms is replaced by notions of the fitting, the just, and the appropriate, which draw on Aristotelian notions of practical reasoning. These had been promulgated by Renaissance rhetoricians and in proverbial discourse. Cervantes finds these traditions particularly well-suited to discourse in the novel, which (...) attempts to render the unevenness of ordinary experience. In recognizing the irreducible heterogeneity of experience and the priority of translation over analysis, the novel accomplishes important political work. (shrink)

The word 'reason' as used today is used ambiguous in its meaning. It may denote either of two mental faculties: a lower reason associated with discursive, linear thinking, and a higher reason associated with direct apprehension of first principles of mathematics and logic, and possibly also of moral and religious truths. These two faculties may be provisionally named Reason (higher reason) and rationality (lower reason). Common language and personal experience supply evidence of these being distinct faculties. So does classical philosophical (...) literature, the locus classicus being Plato's Divided Line analogy. -/- The effect of currently using a single word to denote both faculties not only produces confusion, but has had the effect of decreasing personal and cultural awareness of the higher faculty, Reason. Loss of a sense of Reason has arguably contributed to various psychological, social, moral, and spiritual problems of the modern age. This issue was also a central concern of 19th century Transcendentalists, who reacted to the radical empiricism of Locke. It would be advantageous to adopt consistent terms that make explicit a distinction between higher and lower reason. One possibility is to re-introduce the Greek philosophical terms nous and dianoia for the higher and lower reason, respectively. This discussion has certain parallels with the recent theories of McGilchrist (2009) concerning the increasingly left-brain hemisphere orientation of human culture. (shrink)

Exploring Aristotle's philosophical method and the merits of his conclusions, Irwin here shows how Aristotle defends dialectic against the objection that it cannot justify a metaphysical realist's claims. He focuses particularly on Aristotle's metaphysics, epistemology, philosophy of mind, and ethics, stressing the connections between doctrines that are often discussed separately.

Abstract In Posterior Analytics II.19 Aristotle raises and answers the question, how do first principles become known? The usual view is that the question asks about the process or method by which we learn principles and that his answer is induction. I argue that the question asks about the original prior knowledge from which principles become known and that his answer is perception. Hence the aim of II.19 is not to explain how we get all the way to principles but (...) to defend the claim that our knowledge of them originates in perception. Aristotle explains how we learn principles earlier in book II, in his account of definitional inquiry. In II.19 he explains how we reach by induction the preliminary accounts necessary for such inquiries. (shrink)