Passmore, J. (1967). Logical Positivism. in P. Edwards (Ed.). the Encyclopedia of Philosophy (Vol. 5, 52- 57). New York: Macmillan
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Logic in Action: Wittgenstein's Logical Pragmatism and the Impotence of Scepticism
This is the final, pre-publication draft. Please cite only from published paper in Philosophical Investigations 26:2 (April 2003), 125-48. LOGIC IN ACTION: WITTGENSTEIN'S LOGICAL PRAGMATISM AND THE IMPOTENCE OF SCEPTICISM DANIÈLE MOYAL-SHARROCK UNIVERSITY OF GENEVA 1. The Many Faces of Certainty: Wittgenstein's Logical Pragmatism So I am trying to say something that sounds like pragmatism. (OC 422) In his struggle to uncover the nature of our basic beliefs, Wittgenstein depicts them variously in On Certainty: he thinks of them in propositional terms, in pictorial terms and in terms of acting. As propositions, they would be of a peculiar sort – a hybrid between a logical and an empirical proposition (OC 136, 309). These are the so-called 'hinge propositions' of On Certainty (OC 341). Wittgenstein also thinks of these beliefs as forming a picture, a World-picture – or Weltbild (OC 167). This is a step in the right (nonpropositional) direction, but not the ultimate step. Wittgenstein's ultimate and crucial depiction of our basic beliefs is in terms of a know-how, an attitude, a way of acting (OC 204). Here, he treads on pragmatist ground. But can Wittgenstein be labelled a pragmatist, having himself rejected the affiliation because of its utility implication? But you aren't a pragmatist? No. For I am not saying that a proposition is true if it is useful. (RPP I, 266) Wittgenstein resists affiliation with pragmatism because he does not want his use of use to be confused with the utility use of use. For him, it is not that a proposition is true if it is useful, but that use gives the proposition its sense. -
Denying a Dualism: Goodman's Repudiation of the Analytic/Synthetic Distinction
Midwest Studies in Philosophy, 28, 2004, 226-238. Denying a Dualism: Goodman’s Repudiation of the Analytic/Synthetic Distinction Catherine Z. Elgin The analytic synthetic/distinction forms the backbone of much modern Western philosophy. It underwrites a conception of the relation of representations to reality which affords an understanding of cognition. Its repudiation thus requires a fundamental reconception and perhaps a radical revision of philosophy. Many philosophers believe that the repudiation of the analytic/synthetic distinction and kindred dualisms constitutes a major loss, possibly even an irrecoverable loss, for philosophy. Nelson Goodman thinks otherwise. He believes that it liberates philosophy from unwarranted restrictions, creating opportunities for the development of powerful new approaches to and reconceptions of seemingly intractable problems. In this article I want to sketch some of the consequences of Goodman’s reconception. My focus is not on Goodman’s reasons for denying the dualism, but on some of the ways its absence affects his position. I do not contend that the Goodman obsessed over the issue. I have no reason to think that the repudiation of the distinction was a central factor in his intellectual life. But by considering the function that the analytic/synthetic distinction has performed in traditional philosophy, and appreciating what is lost and gained in repudiating it, we gain insight into Goodman’s contributions. I begin then by reviewing the distinction and the conception of philosophy it supports. The analytic/synthetic distinction is a distinction between truths that depend entirely on meaning and truths that depend on both meaning and fact. In the early modern period, it was cast as a distinction between relations of ideas and matters of fact. -
Logic Model Workbook
Logic Model Workbook INNOVATION NETWORK, INC. www.innonet.org • [email protected] Logic Model Workbook Table of Contents Page Introduction - How to Use this Workbook .....................................................................2 Before You Begin .................................................................................................................3 Developing a Logic Model .................................................................................................4 Purposes of a Logic Model ............................................................................................... 5 The Logic Model’s Role in Evaluation ............................................................................ 6 Logic Model Components – Step by Step ....................................................................... 6 Problem Statement: What problem does your program address? ......................... 6 Goal: What is the overall purpose of your program? .............................................. 7 Rationale and Assumptions: What are some implicit underlying dynamics? ....8 Resources: What do you have to work with? ......................................................... 9 Activities: What will you do with your resources? ................................................ 11 Outputs: What are the tangible products of your activities? ................................. 13 Outcomes: What changes do you expect to occur as a result of your work?.......... 14 Outcomes Chain ...................................................................................... -
Philosophical Logic 2018 Course Description (Tentative) January 15, 2018
Philosophical Logic 2018 Course description (tentative) January 15, 2018 Valentin Goranko Introduction This 7.5 hp course is mainly intended for students in philosophy and is generally accessible to a broad audience with basic background on formal classical logic and general appreciation of philosophical aspects of logic. Practical information The course will be given in English. It will comprise 18 two-hour long sessions combining lectures and exercises, grouped in 2 sessions per week over 9 teaching weeks. The weekly pairs of 2-hour time slots (incl. short breaks) allocated for these sessions, will be on Mondays during 10.00-12.00 and 13.00-15.00, except for the first lecture. The course will begin on Wednesday, April 4, 2018 (Week 14) at 10.00 am in D220, S¨odra huset, hus D. Lecturer's info: Name: Valentin Goranko Email: [email protected] Homepage: http://www2.philosophy.su.se/goranko Course webpage: http://www2.philosophy.su.se/goranko/Courses2018/PhilLogic-2018.html Prerequisites The course will be accessible to a broad audience with introductory background on classical formal logic. Some basic knowledge of modal logics would be an advantage but not a prerequisite. Brief description Philosophical logic studies a variety of non-classical logical systems intended to formalise and reason about various philosophical concepts and ideas. They include a broad family of modal logics, as well as many- valued, intuitionistic, relevant, conditional, non-monotonic, para-consistent, etc. logics. Modal logics extend classical logic with additional intensional logical operators, reflecting different modes of truth, including alethic, epistemic, doxastic, temporal, deontic, agentive, etc. -
Reliability of Mathematical Inference
Reliability of mathematical inference Jeremy Avigad Department of Philosophy and Department of Mathematical Sciences Carnegie Mellon University January 2020 Formal logic and mathematical proof An important mathematical goal is to get the answers right: • Our calculations are supposed to be correct. • Our proofs are supposed to be correct. Mathematical logic offers an idealized account of correctness, namely, formal derivability. Informal proof is viewed as an approximation to the ideal. • A mathematician can be called on to expand definitions and inferences. • The process has to terminate with fundamental notions, assumptions, and inferences. Formal logic and mathematical proof Two objections: • Few mathematicians can state formal axioms. • There are various formal foundations on offer. Slight elaboration: • Ordinary mathematics relies on an informal foundation: numbers, tuples, sets, functions, relations, structures, . • Formal logic accounts for those (and any of a number of systems suffice). Formal logic and mathematical proof What about intuitionstic logic, or large cardinal axioms? Most mathematics today is classical, and does not require strong assumptions. But even in those cases, the assumptions can be make explicit and formal. Formal logic and mathematical proof So formal derivability provides a standard of correctness. Azzouni writes: The first point to observe is that formalized proofs have become the norms of mathematical practice. And that is to say: should it become clear that the implications (of assumptions to conclusion) of an informal proof cannot be replicated by a formal analogue, the status of that informal proof as a successful proof will be rejected. Formal verification, a branch of computer science, provides corroboration: computational proof assistants make formalization routine (though still tedious). -
Introduction to Philosophy. Social Studies--Language Arts: 6414.16. INSTITUTION Dade County Public Schools, Miami, Fla
DOCUMENT RESUME ED 086 604 SO 006 822 AUTHOR Norris, Jack A., Jr. TITLE Introduction to Philosophy. Social Studies--Language Arts: 6414.16. INSTITUTION Dade County Public Schools, Miami, Fla. PUB DATE 72 NOTE 20p.; Authorized Course of Instruction for the Quinmester Program EDRS PRICE MF-$0.65 HC-$3.29 DESCRIPTORS Course Objectives; Curriculum Guides; Grade 10; Grade 11; Grade 12; *Language Arts; Learnin4 Activities; *Logic; Non Western Civilization; *Philosophy; Resource Guides; Secondary Grades; *Social Studies; *Social Studies Units; Western Civilization IDENTIFIERS *Quinmester Program ABSTRACT Western and non - western philosophers and their ideas are introduced to 10th through 12th grade students in this general social studies Quinmester course designed to be used as a preparation for in-depth study of the various schools of philosophical thought. By acquainting students with the questions and categories of philosophy, a point of departure for further study is developed. Through suggested learning activities the meaning of philosopky is defined. The Socratic, deductive, inductive, intuitive and eclectic approaches to philosophical thought are examined, as are three general areas of philosophy, metaphysics, epistemology,and axiology. Logical reasoning is applied to major philosophical questions. This course is arranged, as are other quinmester courses, with sections on broad goals, course content, activities, and materials. A related document is ED 071 937.(KSM) FILMED FROM BEST AVAILABLE COPY U S DEPARTMENT EDUCATION OF HEALTH. NAT10N41 -
Misconceived Relationships Between Logical Positivism and Quantitative Research: an Analysis in the Framework of Ian Hacking
DOCUMENT RESUME ED 452 266 TM 032 553 AUTHOR Yu, Chong Ho TITLE Misconceived Relationships between Logical Positivism and Quantitative Research: An Analysis in the Framework of Ian Hacking. PUB DATE 2001-04-07 NOTE 26p. PUB TYPE Opinion Papers (120) ED 2S PRICE MF01/PCO2 Plus Postage. 'DESCRIPTORS *Educational Research; *Research Methodology IDENTIFIERS *Logical Positivism ABSTRACT Although quantitative research methodology is widely applied by psychological researchers, there is a common misconception that quantitative research is based on logical positivism. This paper examines the relationship between quantitative research and eight major notions of logical positivism:(1) verification;(2) pro-observation;(3) anti-cause; (4) downplaying explanation;(5) anti-theoretical entities;(6) anti-metaphysics; (7) logical analysis; and (8) frequentist probability. It is argued that the underlying philosophy of modern quantitative research in psychology is in sharp contrast to logical positivism. Putting the labor of an out-dated philosophy into quantitative research may discourage psychological researchers from applying this research approach and may also lead to misguided dispute between quantitative and qualitative researchers. What is needed is to encourage researchers and students to keep an open mind to different methodologies and apply skepticism to examine the philosophical assumptions instead of accepting them unquestioningly. (Contains 1 figure and 75 references.)(Author/SLD) Reproductions supplied by EDRS are the best that can be made from the original document. Misconceived relationships between logical positivism and quantitative research: An analysis in the framework of Ian Hacking Chong Ho Yu, Ph.D. Arizona State University April 7, 2001 N N In 4-1 PERMISSION TO REPRODUCE AND DISSEMINATE THIS MATERIALHAS BEEN GRANTED BY Correspondence: TO THE EDUCATIONAL RESOURCES Chong Ho Yu, Ph.D. -
Philosophy of Science -----Paulk
PHILOSOPHY OF SCIENCE -----PAULK. FEYERABEND----- However, it has also a quite decisive role in building the new science and in defending new theories against their well-entrenched predecessors. For example, this philosophy plays a most important part in the arguments about the Copernican system, in the development of optics, and in the Philosophy ofScience: A Subject with construction of a new and non-Aristotelian dynamics. Almost every work of Galileo is a mixture of philosophical, mathematical, and physical prin~ a Great Past ciples which collaborate intimately without giving the impression of in coherence. This is the heroic time of the scientific philosophy. The new philosophy is not content just to mirror a science that develops independ ently of it; nor is it so distant as to deal just with alternative philosophies. It plays an essential role in building up the new science that was to replace 1. While it should be possible, in a free society, to introduce, to ex the earlier doctrines.1 pound, to make propaganda for any subject, however absurd and however 3. Now it is interesting to see how this active and critical philosophy is immoral, to publish books and articles, to give lectures on any topic, it gradually replaced by a more conservative creed, how the new creed gener must also be possible to examine what is being expounded by reference, ates technical problems of its own which are in no way related to specific not to the internal standards of the subject (which may be but the method scientific problems (Hurne), and how there arises a special subject that according to which a particular madness is being pursued), but to stan codifies science without acting back on it (Kant). -
Discovery and the Rationality of Science
Loyola University Chicago Loyola eCommons Dissertations Theses and Dissertations 1985 Discovery and the Rationality of Science William S. Hill Loyola University Chicago Follow this and additional works at: https://ecommons.luc.edu/luc_diss Part of the Philosophy Commons Recommended Citation Hill, William S., "Discovery and the Rationality of Science" (1985). Dissertations. 2434. https://ecommons.luc.edu/luc_diss/2434 This Dissertation is brought to you for free and open access by the Theses and Dissertations at Loyola eCommons. It has been accepted for inclusion in Dissertations by an authorized administrator of Loyola eCommons. For more information, please contact [email protected]. This work is licensed under a Creative Commons Attribution-Noncommercial-No Derivative Works 3.0 License. Copyright © 1985 William S. Hill DISCOVERY AND THE RATIONALITY OF SCIENCE by Wiliam S. Hill A Dissertation Submitted to the Faculty of the Graduate School of Loyola University of Chicago in Partial Fulfillment of the Requirements for the Degree of Doctor of Philosophy August 1985 TABLE OF CONTENTS Page ACKNOWLEDGMENTS • . ii VITA • • • • • • • • • • • · • • • iii Chapter I. INTRODUCTION . 1 Discovery as a Direction for Philosophy of Science • • • • • • • . • . • . 1 The Justification Approach to Philosophy of Science . 2 The Discovery Alternative . • . • . • . • • 6 II. THE IMPLICATIONS OF THEORY-LADENNESS FOR THE HISTORY AND RATIONALITY OF SCIENCE. • • • • 10 Normal Science. • • . • . • . • . • • • • . • • 12 Revolutionary Science • • • • • • • . • • • 16 Kuhn's Historical Method. • . • . • . • . • . 20 The Success of Kuhn's Replacement • . • • . 22 III. THE IMPLICATIONS OF THEORY-LADENNESS FOR THE STABILITY OF EVIDENCE IN SCIENCE. • . • . • • • 29 Relative Stability of Observation Terms . • • . 32 The "Useh Criterion for the Theory-Observation Distinction • • • • . • . • . • . • . • • . 37 The Problem of Circularity. • . 43 IV. -
The ('('Orthodox" View of Theories: Remarks in Defense As Well As Critique
-----HERBERT FEIGL----- The ('('Orthodox" View of Theories: Remarks in Defense as well as Critique The purpose of the following remarks is to present in outline some of the more important features of scientific theories. I shall discuss the "standard" or "orthodox" view, mainly in order to set up a target for criticisms, some of which I shall briefly sketch by way of anticipation. The standard account of the structure of scientific theories was given quite explicitly by Norman R. Campbell [7], as well as independently in a little-known article by R. Carnap [12]. A large part of the voluminous literature in the philosophy of science of the logical empiricists and re lated thinkers contains, though with a great many variations, develop ments, modifications, and terminological diversities, essentially similar analyses of the logical structure and the empirical foundations of the theories of physics, biology, psychology, and some of the social sciences. Anticipating to some extent Campbell and Carnap, Moritz Schlick, in his epoch-making AIIgemeine Erkenntnisiehre [38], championed the doc trine of "implicit definition." In this he was influenced by David Hil bert's axiomatization of geometry, as well as by Henri Poincare's and Albert Einstein's conceptions of theoretical physics and the role of ge ometry in physics. These matters were then developed more fully and precisely in the work of H. Reichenbach, R. Carnap, C. G. Hempel, R. B. Braithwaite, E. Nagel, and many other logicians and methodolo gists of science. In order to understand the aim of this important approach in the philosophy of science it is essential to distinguish it from historical, so ciological, or psychological studies of scientific theories. -
Some Major Issues and Developments in the Philosophy Ofscience Oflogical Empiricism
-----HERBERT FEIGL----- Some Major Issues and Developments in the Philosophy ofScience ofLogical Empiricism AsouT twenty-five years ago a small group of philosophically minded scientists and scientifically trained philosophers in Vienna formulated their declaration of independence from traditional philosophy. The pamphlet Wissenschaftliche Weltauffassung: Der Wiener Kreis (1929) contained the first succinct statement of the outlook which soon after became known as "logical positivism." In the first flush of enthusiasm we Viennese felt we had attained a philosophy to end all philosophies. Schlick spoke of a "Wende der Philosophie" (a decisive turning point of philosophy). Neurath and Frank declared "school philosophy" as obsolete and even suggested that our outlook drop the word "philoso phy" altogether, and replace it by "Einheitswissenschaft" or by "scien· tific empiricism." The notable impact of Alfred Ayer's first book in England, and my own efforts ~oward a propagation of Logical Positiv ism in the United States during the early thirties, and then the immi· gration of Carnap, Frank, von Mises, Reichenbach, Hempel and Berg mann created a powerful movement, but it elicited also sharp opposition nncl criticism. Through the discussions within the movement and its own production and progressive work, as well as in response to the NO'l'F.: This essay is a revised and considerably expanded .version of a lecture given in plenary session at the International Congress for Philosophy of Science, Zurich, /\ngust 25, 1954. It was first- published in Proceedi11gs of the Secono International Congress of the International Union for tl1e Philosophy ot Science (Neuchatel, Switzerland, 19 55). In the cordial letter of invitation I received from Professor Ferdinand Gonseth, president of the Congress, he asked me to discuss "I'empirisme logi<\ue,-ce qu'il fut, et ce qu'il est clevenu." Much as I appreciated the honor of t 1is ambitious assignment, I realized of course that the limitations of time would permit me to deal onJy with some selected topics within this larger frame. -
Diss2008kaipainen.Pdf (1.200Mb)
Suurten ajattelijoiden elämäkerrat ja elämänpolut Suurten ajattelijoiden elämäkerrat ja elämänpolut Bertrand Russellin, Ludwig Wittgensteinin ja Georg Henrik von Wrightin elämäkerrat bourdieulais-pragmatististen ja latourilaisten näkökulmien vertailussa Päivi Kaipainen KOULUTUSSOSIOLOGIAN TUTKIMUSKESKUS, RUSE RESEARCH UNIT FOR THE SOCIOLOGY OF EDUCATION, RUSE Koulutussosiologian tutkimuskeskuksen raportti 74 Kansi: Minna Rauhala ISSN 1235-9114 ISBN 951-29-3729-5 UNIPRINT, Turku 2008 Kiitokset Haluan aivan ensiksi kiittää esimiestäni ja ohjaajaani professori Osmo Kivistä mahdollisuudesta tehdä väitöskirjatyötä varsinaisen työni ohella Koulutussosiologian tutkimuskeskuksen koordinaattorina. Haluan myös kiittää häntä sekä kannustuksesta että rakentavasta kritiikistä, molemmat ovat olleet yhtä tarpeellisia. Työni esitarkastajina toimivat professori Risto Heiskala Tampereen yliopistosta ja dosentti Keijo Rahkonen Helsingin yliopistosta. Kiitän heitä käsikirjoitukseni läpikäymiseen uhraamastaan ajasta ja monista hyvistä korjausehdotuksista. Heidän kommenttinsa herättivät uusia ajatuksia ja auttoivat toivon mukaan parantamaan työni lopullista versiota. Kiitokset kuuluvat myös työtovereille, ystäville ja sukulaisille, jotka vahvistivat uskoani siihen, että työ vielä jonakin päivänä valmistuu ja on uurastuksen arvoinen. Turussa, 23. lokakuuta 2008 Päivi Kaipainen SISÄLLYSLUETTELO 1. JOHDANTO…………………………………………………….. 9 Tutkimuksen viitekehys………………………………………………….. 11 Elämäkertatutkimuksesta……………………………………............. 19 Bourdieulais–pragmatistinen lähestymistapa