Scholastic Logic and Cartesian Logic
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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. -
The Ramist Style of John Udall: Audience and Pictorial Logic in Puritan Sermon and Controversy
Oral Tradition, 2/1 (1987): 188-213 The Ramist Style of John Udall: Audience and Pictorial Logic in Puritan Sermon and Controversy John G. Rechtien With Wilbur Samuel Howell’s Logic and Rhetoric in England, 1500-1700 (1956), Walter J. Ong’s Ramus, Method, and the Decay of Dialogue (1958) helped establish the common contemporary view that Ramism impoverished logic and rhetoric as arts of communication.1 For example, scholars agree that Ramism neglected audience accomodation; denied truth as an object of rhetoric by reserving it to logic; rejected persuasion about probabilities; and relegated rhetoric to ornamentation.2 Like Richard Hooker in Of the Laws of Ecclesiastical Polity (I.vi.4), these scholars criticize Ramist logic as simplistic. Their objections identify the consequences of Ramus’ visual analogy of logic and rhetoric to “surfaces,” which are “apprehended by sight” and divorced from “voice and hearing” (Ong 1958:280). As a result of his analogy of knowledge and communication to vision rather than to sound, Ramus left rhetoric only two of its fi ve parts, ornamentation (fi gures of speech and tropes) and delivery (voice and gesture). He stripped three parts (inventio, dispositio, and memory) from rhetoric. Traditionally shared by logic and rhetoric, the recovery and derivation of ideas (inventio) and their organization (dispositio) were now reserved to logic. Finally, Ramus’ method of organizing according to dichotomies substituted “mental space” for memory (Ong 1958:280). In the context of this new logic and the rhetoric dependent on it, a statement was not recognized as a part of a conversation, but appeared to stand alone as a speech event fi xed in space. -
Antoine De Chandieu (1534-1591): One of the Fathers Of
CALVIN THEOLOGICAL SEMINARY ANTOINE DE CHANDIEU (1534-1591): ONE OF THE FATHERS OF REFORMED SCHOLASTICISM? A DISSERTATION SUBMITTED TO THE FACULTY OF CALVIN THEOLOGICAL SEMINARY IN CANDIDACY FOR THE DEGREE OF DOCTOR OF PHILOSOPHY BY THEODORE GERARD VAN RAALTE GRAND RAPIDS, MICHIGAN MAY 2013 CALVIN THEOLOGICAL SEMINARY 3233 Burton SE • Grand Rapids, Michigan • 49546-4301 800388-6034 fax: 616 957-8621 [email protected] www. calvinseminary. edu. This dissertation entitled ANTOINE DE CHANDIEU (1534-1591): L'UN DES PERES DE LA SCHOLASTIQUE REFORMEE? written by THEODORE GERARD VAN RAALTE and submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy has been accepted by the faculty of Calvin Theological Seminary upon the recommendation of the undersigned readers: Richard A. Muller, Ph.D. I Date ~ 4 ,,?tJ/3 Dean of Academic Programs Copyright © 2013 by Theodore G. (Ted) Van Raalte All rights reserved For Christine CONTENTS Preface .................................................................................................................. viii Abstract ................................................................................................................... xii Chapter 1 Introduction: Historiography and Scholastic Method Introduction .............................................................................................................1 State of Research on Chandieu ...............................................................................6 Published Research on Chandieu’s Contemporary -
God As Both Ideal and Real Being in the Aristotelian Metaphysics
God As Both Ideal and Real Being In the Aristotelian Metaphysics Martin J. Henn St. Mary College Aristotle asserts in Metaphysics r, 1003a21ff. that "there exists a science which theorizes on Being insofar as Being, and on those attributes which belong to it in virtue of its own nature."' In order that we may discover the nature of Being Aristotle tells us that we must first recognize that the term "Being" is spoken in many ways, but always in relation to a certain unitary nature, and not homonymously (cf. Met. r, 1003a33-4). Beings share the same name "eovta," yet they are not homonyms, for their Being is one and the same, not manifold and diverse. Nor are beings synonyms, for synonymy is sameness of name among things belonging to the same genus (as, say, a man and an ox are both called "animal"), and Being is no genus. Furthermore, synonyms are things sharing a common intrinsic nature. But things are called "beings" precisely because they share a common relation to some one extrinsic nature. Thus, beings are neither homonyms nor synonyms, yet their core essence, i.e. their Being as such, is one and the same. Thus, the unitary Being of beings must rest in some unifying nature extrinsic to their respective specific essences. Aristotle's dialectical investigations into Being eventually lead us to this extrinsic nature in Book A, i.e. to God, the primary Essence beyond all specific essences. In the pre-lambda books of the Metaphysics, however, this extrinsic nature remains very much up for grabs. -
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 ...................................................................................... -
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 -
Husserl's Phenomenological Reduction Revisited
HUSSERL’S PHENOMENOLOGICAL REDUCTION REVISITED: AN ATTEMPT OF A RENEWED ACCOUNT SEBASTIAN L UFT This essay attempts a renewed, critical exposition of Husserl’s theory of the phenomenological reduction, incorporating manuscript material that has been published since the defining essays of the first generation of Husserl research. The discussion focuses on points that remain especially crucial, i. e. the concept of the natural attitude, the ways into the reduction, and the question of the “meaning of the reduction”. The reading attempted here leads to two, not necessarily related, focal points: a Cartesian and a Life-world tendency. In following these two paths, Husserl was consistent in pursuing two evident leads in his philosophical enterprise; however, he was at the same time unable to systematically unify these two strands. Thus, I am offering an interpretation which might be called a modified “departure from Cartesianism” reading that Landgrebe proposed in his famous essay from the nineteen-fifties (a reading that is still valid in many contemporary expositions of Husserl’s thought). This discussion should make apparent that Husserl’s theory of the phenome- nological reduction deserves a renewed look in light of material that has since appeared in the Husserliana and by incorporating the most important results of recent tendencies in Husserl research INTRODUCTION An author attempting an account of Husserl’s method of the phenomenological reduction finds himself in an ungratified position. This theme is one of the main topics in what is now more than sixty years of Husserl research 1. Furthermore, this theme has __________________________ 1. Whereas the first generation of Husserl research (E. -
The Epistemic Value of 'Κατά Τόν Λόγον': Meteorology
The epistemic value of ‘κατά τόν λόγον’: Meteorology 1.7 By Eleftheria Rotsia Dimou Submitted to Central European University Department of Philosophy In partial fulfillment of the requirements for the one year MA degree of Philosophy Supervisor: Associate Professor István Bodnár Budapest, Hungary 2018 CEU eTD Collection © Copyright by Eleftheria Rotsia Dimou, 2018 1 Τὸν μὲν οὖν Ἀναξαγόραν φασὶν ἀποκρίνασθαι πρός τινα διαποροῦντα τοιαῦτ ̓ ἄττα καὶ διερωτῶντα τίνος ἕνεκ ̓ ἄν τις ἕλοιτο γενέσθαι μᾶλλον ἢ μὴ γενέσθαι ‘τοῦ’ φάναι “θεωρῆσαι τὸν οὐρανὸν καὶ τὴν περὶ τὸν ὅλον κόσμον τάξιν”. (Aristotle, E.E Ι, 1216a12–14). CEU eTD Collection 2 Contents 1. Abstract ……………………………………………………….……4 2. Acknowledgments……………………………………..……………5 3. Introduction……………………………………………..…………..6 4. Part I: An Ontological Question…………………………...……….9 5. Part II: An Epistemological Question……………………………..14 6. Concluding Remarks…………………………………………..…..38 7. Bibliography………………………………………………………40 CEU eTD Collection 3 Abstract Ι will attempt to shed some light on the troubling matter of the obscure particulars ― treated by Aristotle in Meteorology ― (τῶν ἀφανῶν τῇ αἰσθήσει), that is, phenomena which are not apparent to the senses in their full extent (Meteorology 344a5). In the framework of the present paper, the aim is to highlight the use of κατά τόν λόγον which appears in the first lines of chapter I.7 of Aristotle’s Meteorology, by focusing on two philosophical questions: one ontological (what is the ontological status of obscure phenomena?) and one epistemological (can we come to the knowledge of such phenomena, and if so, in which way?). Aristotle proposes two answers to these questions in the text, respectively: The meteora (and therefore the comets discussed in chapter I.7 of Meteorology) are natural entities. -
Jewish Averroists Between Two Expulsions (1306-1492): from Conflict to Reconciliation
JEWISH AVERROISTS BETWEEN TWO EXPULSIONS (1306-1492): FROM CONFLICT TO RECONCILIATION Basem Mahmud Freie Universität Berlin ABSTRACT This article investigates the intellectual production of Jewish authors influenced by Averroes in the 14th and 15th Centuries in northern Spain and southern France. The primary objective is to determine the main features of Jewish Averroism in this period, and to understand it within its socio-historical context. The outcomes suggest that there was a relationship between the new social and political trends toward democratization and reconciliation in the heart of Jewish communities on one hand, and the growing interest in Averroes’ original works on the other. Original here means the works that are not commentaries or summaries of other works. Key words: Aristotelianism, Averroes, Averroism, Jewish philosophy, Kabbalah, Maimonides, Scripture. INTRODUCTION «There is nothing worse in social government than a policy that makes one single society into several, just as there is no greater good in communities than a policy that joins and unifies» (Averroes)1 The 14th Century was a very difficult time for Jewish communities in northern Spain and southern France, they faced great threats from outside as well as significant domestic division. The domestic conflict emerged not only because of religious and philosophical issues, but also due to economic and social matters related to the distribution of wealth and power within Jewish communities.2 In addition, these communities lived in delicate conditions due to threats from the Christians. This situation also had an effect on demographics. Since the last years of 13th Century, the Jewish community started to encounter sizeable obstacles in its demographic development.3 Under these conditions, Hebraic Averroism continued its development which had begun in XIII century. -
Aristotle's Poetics EPG Paathshala
PAPER 10: MODULE 02: E-TEXT MHRD-UGC ePG Pathshala – English Principal Investigator & Affiliation: Prof. Tutun Mukherjee, University of Hyderabad Paper No & Title: Literary Criticism and Theory (Paper 10) Paper Coordinator & Affiliation: Dr. Anita Bhela, Delhi College of Arts and Commerce, University of Delhi Module Number & Title Aristotle’s Poetic Concept: An Analysis of Poetry (02) Content Writer's Name & Affiliation: Dr. Omana Antony, K. R. Mangalam University Name & Affiliation of Content Reviewer: Dr. Smita Banerjee, Associate Professor, University of Delhi Name & Affiliation of Content Editor: Dr. Anita Bhela, Delhi College of Arts and Commerce, University of Delhi “Knowing yourself is the beginning of all wisdom.” NAME: Aristotle OCCUPATION: philosopher BIRTH DATE: c. 384 BCE DEATH DATE: c. 322 BCE EDUCATION: Plato's Academy, Lyceum PLACE OF BIRTH: Stagira, Chalcidice, Greece PLACE OF DEATH: Chalcis, Euboea, Greece A Glimpse to Aristotle’s Life Aristotle ( the name means ‘ the best purpose’) was a philosopher and polymath from Greece. His father Nicomachus was the personal physician to King Amyntas of Macedon. Aristotle moved to Plato’s Academy while he was 18. Aristotle’s teacher was Plato, and Aristotle was the teacher of Alexander the Great. Aristotle married Pythias and she bore him a daughter, whom they also named Pythias. Aristotle was invited by Philip II of Macedon to become the tutor to his son Alexander in 343 BC.Aristotle was appointed as the head of the royal academy of Macedon. By 335 BC, Artistotle had returned to Athens, establishing his own school there known as the Lyceum. Aristotle conducted courses at the school for the next twelve years. -
The Etienne Gilson Series 21
The Etienne Gilson Series 21 Remapping Scholasticism by MARCIA L. COLISH 3 March 2000 Pontifical Institute of Mediaeval Studies This lecture and its publication was made possible through the generous bequest of the late Charles J. Sullivan (1914-1999) Note: the author may be contacted at: Department of History Oberlin College Oberlin OH USA 44074 ISSN 0-708-319X ISBN 0-88844-721-3 © 2000 by Pontifical Institute of Mediaeval Studies 59 Queen’s Park Crescent East Toronto, Ontario, Canada M5S 2C4 Printed in Canada nce upon a time there were two competing story-lines for medieval intellectual history, each writing a major role for scholasticism into its script. Although these story-lines were O created independently and reflected different concerns, they sometimes overlapped and gave each other aid and comfort. Both exerted considerable influence on the way historians of medieval speculative thought conceptualized their subject in the first half of the twentieth cen- tury. Both versions of the map drawn by these two sets of cartographers illustrated what Wallace K. Ferguson later described as “the revolt of the medievalists.”1 One was confined largely to the academy and appealed to a wide variety of medievalists, while the other had a somewhat narrower draw and reflected political and confessional, as well as academic, concerns. The first was the anti-Burckhardtian effort to push Renaissance humanism, understood as combining a knowledge and love of the classics with “the discovery of the world and of man,” back into the Middle Ages. The second was inspired by the neo-Thomist revival launched by Pope Leo XIII, and was inhabited almost exclusively by Roman Catholic scholars. -
Laws of Thought and Laws of Logic After Kant”1
“Laws of Thought and Laws of Logic after Kant”1 Published in Logic from Kant to Russell, ed. S. Lapointe (Routledge) This is the author’s version. Published version: https://www.routledge.com/Logic-from-Kant-to- Russell-Laying-the-Foundations-for-Analytic-Philosophy/Lapointe/p/book/9781351182249 Lydia Patton Virginia Tech [email protected] Abstract George Boole emerged from the British tradition of the “New Analytic”, known for the view that the laws of logic are laws of thought. Logicians in the New Analytic tradition were influenced by the work of Immanuel Kant, and by the German logicians Wilhelm Traugott Krug and Wilhelm Esser, among others. In his 1854 work An Investigation of the Laws of Thought on Which are Founded the Mathematical Theories of Logic and Probabilities, Boole argues that the laws of thought acquire normative force when constrained to mathematical reasoning. Boole’s motivation is, first, to address issues in the foundations of mathematics, including the relationship between arithmetic and algebra, and the study and application of differential equations (Durand-Richard, van Evra, Panteki). Second, Boole intended to derive the laws of logic from the laws of the operation of the human mind, and to show that these laws were valid of algebra and of logic both, when applied to a restricted domain. Boole’s thorough and flexible work in these areas influenced the development of model theory (see Hodges, forthcoming), and has much in common with contemporary inferentialist approaches to logic (found in, e.g., Peregrin and Resnik). 1 I would like to thank Sandra Lapointe for providing the intellectual framework and leadership for this project, for organizing excellent workshops that were the site for substantive collaboration with others working on this project, and for comments on a draft.