Constructive Empiricism and the Role of Social Values in Science Sherrilyn Roush
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In Defence of Constructive Empiricism: Metaphysics Versus Science
To appear in Journal for General Philosophy of Science (2004) In Defence of Constructive Empiricism: Metaphysics versus Science F.A. Muller Institute for the History and Philosophy of Science and Mathematics Utrecht University, P.O. Box 80.000 3508 TA Utrecht, The Netherlands E-mail: [email protected] August 2003 Summary Over the past years, in books and journals (this journal included), N. Maxwell launched a ferocious attack on B.C. van Fraassen's view of science called Con- structive Empiricism (CE). This attack has been totally ignored. Must we con- clude from this silence that no defence is possible against the attack and that a fortiori Maxwell has buried CE once and for all, or is the attack too obviously flawed as not to merit exposure? We believe that neither is the case and hope that a careful dissection of Maxwell's reasoning will make this clear. This dis- section includes an analysis of Maxwell's `aberrance-argument' (omnipresent in his many writings) for the contentious claim that science implicitly and per- manently accepts a substantial, metaphysical thesis about the universe. This claim generally has been ignored too, for more than a quarter of a century. Our con- clusions will be that, first, Maxwell's attacks on CE can be beaten off; secondly, his `aberrance-arguments' do not establish what Maxwell believes they estab- lish; but, thirdly, we can draw a number of valuable lessons from these attacks about the nature of science and of the libertarian nature of CE. Table of Contents on other side −! Contents 1 Exordium: What is Maxwell's Argument? 1 2 Does Science Implicitly Accept Metaphysics? 3 2.1 Aberrant Theories . -
Marxist Philosophy and the Problem of Value
Soviet Studies in Philosophy ISSN: 0038-5883 (Print) (Online) Journal homepage: http://www.tandfonline.com/loi/mrsp19 Marxist Philosophy and the Problem of Value O. G. Drobnitskii To cite this article: O. G. Drobnitskii (1967) Marxist Philosophy and the Problem of Value, Soviet Studies in Philosophy, 5:4, 14-24 To link to this article: http://dx.doi.org/10.2753/RSP1061-1967050414 Published online: 20 Dec 2014. Submit your article to this journal Article views: 1 View related articles Full Terms & Conditions of access and use can be found at http://www.tandfonline.com/action/journalInformation?journalCode=mrsp19 Download by: [North Carolina State University], [Professor Marina Bykova] Date: 09 February 2017, At: 14:43 Theory of Value Voprosy filosofii, 1966, No. 7 0, G. Drobnitskii MARXIST PHILOSOPHY AND THE PROBLEM OF -*’VXLUr;* * In recent years, the question has been posed fact that things and phenomena in the world con- of the attitude of Marxist philosophy to what is stituting man’s environment have been endowed termed the problem of value. The point is not with such characteristics as worth, good and only that bourgeois axiology, which has been de- evil, beauty and ugliness, justice and injustice. veloping for three-quarters of a century, has to Doubtless, the phenomena of social consciousness be critically analyzed. Central to the question act in some aspect as “spiritual values,” i.e., is whether a Marxist axiology is possible. In they partake of the character of valuation norms. that connection the following is instructive. Finally, all these phenomena may be combined Authors who, with envious consistency, ignore under the single common notion of value. -
Oppositions and Paradoxes in Mathematics and Philosophy
OPPOSITIONS AND PARADOXES IN MATHEMATICS AND PHILOSOPHY John L. Bell Abstract. In this paper a number of oppositions which have haunted mathematics and philosophy are described and analyzed. These include the Continuous and the Discrete, the One and the Many, the Finite and the Infinite, the Whole and the Part, and the Constant and the Variable. Underlying the evolution of mathematics and philosophy has been the attempt to reconcile a number of interlocking oppositions, oppositions which have on occasion crystallized into paradox and which continue to haunt mathematics to this day. These include the Continuous and the Discrete, the One and the Many, the Finite and the Infinite, the Whole and the Part, and the Constant and the Variable. Let me begin with the first of these oppositions—that between continuity and discreteness. Continuous entities possess the property of being indefinitely divisible without alteration of their essential nature. So, for instance, the water in a bucket may be continually halved and yet remain wateri. Discrete entities, on the other hand, typically cannot be divided without effecting a change in their nature: half a wheel is plainly no longer a wheel. Thus we have two contrasting properties: on the one hand, the property of being indivisible, separate or discrete, and, on the other, the property of being indefinitely divisible and continuous although not actually divided into parts. 2 Now one and the same object can, in a sense, possess both of these properties. For example, if the wheel is regarded simply as a piece of matter, it remains so on being divided in half. -
Kant on Empiricism and Rationalism
HISTORY OF PHILOSOPHY QUARTERLY Volume 30, Number 1, January 2013 KANT ON EMPIRICISM AND RATIONALISM Alberto Vanzo his paper aims to correct some widely held misconceptions concern- T ing Kant’s role in the formation of a widespread narrative of early modern philosophy.1 According to this narrative, which dominated the English-speaking world throughout the twentieth century,2 the early modern period was characterized by the development of two rival schools: René Descartes’s, Baruch Spinoza’s, and G. W. Leibniz’s rationalism; and John Locke’s, George Berkeley’s, and David Hume’s empiricism. Empiricists and rationalists disagreed on whether all concepts are de- rived from experience and whether humans can have any substantive a priori knowledge, a priori knowledge of the physical world, or a priori metaphysical knowledge.3 The early modern period came to a close, so the narrative claims, once Immanuel Kant, who was neither an empiri- cist nor a rationalist, combined the insights of both movements in his new Critical philosophy. In so doing, Kant inaugurated the new eras of German idealism and late modern philosophy. Since the publication of influential studies by Louis Loeb and David Fate Norton,4 the standard narrative of early modern philosophy has come increasingly under attack. Critics hold that histories of early modern philosophy based on the rationalism-empiricism distinction (RED) have three biases—three biases for which, as we shall see, Kant is often blamed. The Epistemological Bias. Since disputes regarding a priori knowledge belong to epistemology, the RED is usually regarded as an epistemologi- cal distinction.5 Accordingly, histories of early modern philosophy based on the RED tend to assume that the core of early modern philosophy lies in the conflict between the “competing and mutually exclusive epis- temologies” of “rationalism and empiricism.”6 They typically interpret most of the central doctrines, developments, and disputes of the period in the light of philosophers’ commitment to empiricist or rationalist epistemologies. -
Russell's Paradox in Appendix B of the Principles of Mathematics
HISTORY AND PHILOSOPHY OF LOGIC, 22 (2001), 13± 28 Russell’s Paradox in Appendix B of the Principles of Mathematics: Was Frege’s response adequate? Ke v i n C. Kl e m e n t Department of Philosophy, University of Massachusetts, Amherst, MA 01003, USA Received March 2000 In their correspondence in 1902 and 1903, after discussing the Russell paradox, Russell and Frege discussed the paradox of propositions considered informally in Appendix B of Russell’s Principles of Mathematics. It seems that the proposition, p, stating the logical product of the class w, namely, the class of all propositions stating the logical product of a class they are not in, is in w if and only if it is not. Frege believed that this paradox was avoided within his philosophy due to his distinction between sense (Sinn) and reference (Bedeutung). However, I show that while the paradox as Russell formulates it is ill-formed with Frege’s extant logical system, if Frege’s system is expanded to contain the commitments of his philosophy of language, an analogue of this paradox is formulable. This and other concerns in Fregean intensional logic are discussed, and it is discovered that Frege’s logical system, even without its naive class theory embodied in its infamous Basic Law V, leads to inconsistencies when the theory of sense and reference is axiomatized therein. 1. Introduction Russell’s letter to Frege from June of 1902 in which he related his discovery of the Russell paradox was a monumental event in the history of logic. However, in the ensuing correspondence between Russell and Frege, the Russell paradox was not the only antinomy discussed. -
Definition and Construction Preprint 28.09
MAX-PLANCK-INSTITUT FÜR WISSENSCHAFTSGESCHICHTE Max Planck Institute for the History of Science 2006 PREPRINT 317 Gideon Freudenthal Definition and Construction Salomon Maimon’s Philosophy of Geometry Definition and Construction Salomon Maimon's Philosophy of Geometry Gideon Freudenthal 1. Introduction .........................................................................................................3 1.1. A Failed Proof and a Philosophical Conversion .................................................8 1.2. The Value of Mathematics ..................................................................................13 2. The Straight Line.................................................................................................15 2.1. Synthetic Judgments a priori Kantian and Aristotelean Style.............................15 2.2. Maimon's Proof that the Straight Line is also the shortest between Two Points ............................................................................................23 2.3. Kant's Critique and Maimon's Answer................................................................30 2.4. Definition, Construction, Proof in Euclid and Kant............................................33 2.5. The Construction of the Straight Line.................................................................37 2.6. The Turn to Empircial Skepticism (and Rational Dogmatism)...........................39 2.7. Synthetic a priori and proprium ..........................................................................46 2.8. Maimon's -
1 Constructive Empiricism: Normative Or Descriptive?
Constructive Empiricism: Normative or Descriptive? Moti Mizrahi Forthcoming in International Journal of Philosophical Studies Abstract: In this paper, I argue that Constructive Empiricism (CE) is ambiguous between two interpretations: CE as a normative epistemology of science and CE as a descriptive philosophy of science. When they present CE, constructive empiricists write as if CE is supposed to be more than a normative epistemology of science and that it is meant to be responsible to actual scientific practices. However, when they respond to objections, constructive empiricists fall back on a strictly normative interpretation of CE. This ambiguity seems to make CE immune to objections in a rather ad hoc fashion. Keywords: Bas van Fraassen; constructive empiricism; inference to the best explanation; observable; scientific realism; voluntarist epistemology 1. Introduction Roughly speaking, constructive Empiricism (CE) is the view that scientific theories “save the phenomena.” More precisely, as far as theories are concerned, constructive empiricists recommend suspending belief with respect to the existence of unobservable entities, events, or processes. As van Fraassen (1980, p. 12) puts it, CE is the view that “Science aims to give us theories that are empirically adequate; and acceptance of a theory involves as belief only that it is empirically adequate.” For van Fraassen (1980, p. 18), “to accept a theory is (for us) to believe 1 that it is empirically adequate—that what the theory says about what is observable (by us) is true.” CE is supposed to be an alternative to scientific realism. Usually, scientific realism is taken to include one or more of the following theses (Psillos 2006, p. -
A KANTIAN REPLY to BOLZANO's CRITIQUE of KANT's ANALYTIC-SYNTHETIC DISTINCTION Nicholas F. STANG University of Miami Introdu
Grazer Philosophische Studien 85 (2012), 33–61. A KANTIAN REPLY TO BOLZANO’S CRITIQUE OF KANT’S ANALYTIC-SYNTHETIC DISTINCTION Nicholas F. STANG University of Miami Summary One of Bolzano’s objections to Kant’s way of drawing the analytic-synthetic distinction is that it only applies to judgments within a narrow range of syn- tactic forms, namely, universal affi rmative judgments. According to Bolzano, Kant cannot account for judgments of other syntactic forms that, intuitively, are analytic. A recent paper by Ian Proops also attributes to Kant the view that analytic judgments beyond a limited range of syntactic forms are impossible. I argue that, correctly understood, Kant’s conception of analyticity allows for analytic judgments of a wider range of syntactic forms. Introduction Although he praised Kant’s (re)discovery of the analytic-synthetic distinc- tion as having great signifi cance in the history of philosophy,1 Bolzano was sharply critical of how Kant drew that distinction. His criticisms include: (1) Th e distinction, as drawn by Kant, is unclear. (NAK, 34) 1. In Neuer Anti-Kant Příhonský writes: “Wir bemerken, daß, obgleich wir die Eintheilung der Urtheile in analytische und synthetische für eine der glücklichsten und einfl ußreichsten Entdeckungen halten, die je auf dem Gebiete der philosophischen Forschung sind gemacht worden, es uns doch scheinen wolle, als wenn sie von Kant nicht mit dem nöthigen Grade von Deutlichkeit aufgefaßt worden sei” (NAK, 34; cf. NAK, xxii). I say rediscovery because Bolzano recognizes that the distinction is inchoately present in Aristotle and Locke, and is made by Crusius in much the same way as Kant (WL, 87). -
Hegel's Concept of Recognition As the Solution to Kant's Third Antinomy
Chapter 12 Hegel’s Concept of Recognition as the Solution to Kant’s Third Antinomy Arthur Kok 1 Introduction In his Lectures on the history of philosophy, when discussing Kant’s third antin- omy, Hegel reproaches Kant for having “too much tenderness for the things”.1 In this contribution, I endeavor to explain what Hegel means by this criticism, and why it makes sense. Hegel values very much about Kant’s doctrine of the antinomies that it exposes the fundamental contradictions of reason. He calls this “the interest- ing side” of the antinomies.2 What is ‘interesting’ about them is that we cannot conceive of the absolute (uncaused) spontaneous origin of things, i.e. tran- scendental freedom, right away. The thesis that every causal chain of events presupposes a cause that is itself not caused contains the contradiction that an absolute spontaneity cannot take place according to rules, and hence can- not be understood in terms of causality.3 The antithesis, which rejects absolute spontaneity, makes this explicit, but it results in contradiction too: it is undeni- able that every causal chain posits an uncaused origin. The complete problem of the third antinomy thus is that we are forced to accept the assumption of transcendental freedom, but by doing so we postulate a contradiction. Kant argues that his transcendental idealism can resolve this contradic- tion. We shall see that Hegel does not accept Kant’s solution. I argue, however, that Hegel’s refutation of transcendental idealism does not mean that he does not take seriously the distinction between appearances and the Thing-in-itself. -
Constructive Empiricism in the Social Sciences
Constructive empiricism in the social sciences Abstract ‘What problems face the aspirant empiricist today?’ is the question Bas C. van Fraassen asks in his seminal work The Scientific Image (1980). In this thesis, I interpret this question as a challenge to develop constructive empiricism [CE] in a field of scientific inquiry other than the context of physics in which it was conceived. The first part of the thesis expounds CE with reference to classical empiricism, discloses some of its fundamental assumptions, and spells out in detail its account of science. In the second part of the thesis, CE is extended to social science. Since CE was developed in the context of natural science, I take an articulation of the alleged fundamental differences between natural and social science as indicating challenges a CE-outlook on social science must address. I also provide a brief history of the gap between the sciences. Then, in the bulk of this thesis, I argue that CE’s model view accommodates social science, that description, prediction and explanation in the light of CE are proper fruits of inquiry in social science, and that CE is able to make sense of the differences in the concepts used in natural and social science. In the discussion of the feasibility of CE for social science, I show concurrently that contemporary articulations of the differences between the natural and the social sciences pose no insuperable problems for the constructive empiricist. Bram van Dijk | 3691454 History & Philosophy of Science | Utrecht University Daily supervisors | dr. Guido Bacciagaluppi & dr. Ruud Abma Third examiner | dr. -
Kant – Antinomy from Critique of Practical Reason
IMMANUEL KANT Praäical philosophy TRANSLATED AND EDITED BY MARY J. GREGOR GENERAL INTRODUCTION BY ALLEN WOOD Yale University WM CAMBRIDGE ^ ^ UNIVERSITY PRESS Critique of practical reason IMMANUEL KANT good may be the whole object of a pure practical reason, that is, of a pure will, it is not on that account to be taken as its determining ground, and the moral law alone must be viewed as the ground for making the highest good and its realization or promotion the object. This reminder is impor- tant in so delicate a case as the determination of moral principles, where even the shghtest misinterpretation corrupts dispositions. For, it will have been seen from the Analytic that if one assumes any object under the name of a good as a determining ground of the will prior to the moral law and then derives from it the supreme practical principle, this would always produce heteronomy and supplant the moral principle. It is, however, evident that if the moral law is already included as supreme condition in the concept of the highest good, the highest good is then not merely objeä: the concept of it and the representation of its existence as possible by our practical reason are at the same time the 5:110 determining ground of the pure will because in that case the moral law, already included and thought in this concept, and no other object, in fact determines the will in accordance with the principle of autonomy. This order of concepts of the determination of the will must not be lost sight of, since otherwise we misunderstand ourselves and believe that we are con- tradicting ourselves even where everything stands together in the most perfect harmony. -
An Introduction to Mechanized Reasoning Kerber, Manfred; Lange-Bever, Christoph; Rowat, Colin
University of Birmingham An introduction to mechanized reasoning Kerber, Manfred; Lange-Bever, Christoph; Rowat, Colin DOI: 10.1016/j.jmateco.2016.06.005 License: Creative Commons: Attribution (CC BY) Document Version Publisher's PDF, also known as Version of record Citation for published version (Harvard): Kerber, M, Lange-Bever, C & Rowat, C 2016, 'An introduction to mechanized reasoning', Journal of Mathematical Economics, vol. 66, pp. 26-39. https://doi.org/10.1016/j.jmateco.2016.06.005 Link to publication on Research at Birmingham portal General rights Unless a licence is specified above, all rights (including copyright and moral rights) in this document are retained by the authors and/or the copyright holders. The express permission of the copyright holder must be obtained for any use of this material other than for purposes permitted by law. •Users may freely distribute the URL that is used to identify this publication. •Users may download and/or print one copy of the publication from the University of Birmingham research portal for the purpose of private study or non-commercial research. •User may use extracts from the document in line with the concept of ‘fair dealing’ under the Copyright, Designs and Patents Act 1988 (?) •Users may not further distribute the material nor use it for the purposes of commercial gain. Where a licence is displayed above, please note the terms and conditions of the licence govern your use of this document. When citing, please reference the published version. Take down policy While the University of Birmingham exercises care and attention in making items available there are rare occasions when an item has been uploaded in error or has been deemed to be commercially or otherwise sensitive.