A Guide to Essential Thinking, the Second Part—Oops
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CHAPTER XXX. of Fallacies. Section 827. After Examining the Conditions on Which Correct Thoughts Depend, It Is Expedient to Clas
CHAPTER XXX. Of Fallacies. Section 827. After examining the conditions on which correct thoughts depend, it is expedient to classify some of the most familiar forms of error. It is by the treatment of the Fallacies that logic chiefly vindicates its claim to be considered a practical rather than a speculative science. To explain and give a name to fallacies is like setting up so many sign-posts on the various turns which it is possible to take off the road of truth. Section 828. By a fallacy is meant a piece of reasoning which appears to establish a conclusion without really doing so. The term applies both to the legitimate deduction of a conclusion from false premisses and to the illegitimate deduction of a conclusion from any premisses. There are errors incidental to conception and judgement, which might well be brought under the name; but the fallacies with which we shall concern ourselves are confined to errors connected with inference. Section 829. When any inference leads to a false conclusion, the error may have arisen either in the thought itself or in the signs by which the thought is conveyed. The main sources of fallacy then are confined to two-- (1) thought, (2) language. Section 830. This is the basis of Aristotle's division of fallacies, which has not yet been superseded. Fallacies, according to him, are either in the language or outside of it. Outside of language there is no source of error but thought. For things themselves do not deceive us, but error arises owing to a misinterpretation of things by the mind. -
The Critical Thinking Toolkit
Galen A. Foresman, Peter S. Fosl, and Jamie Carlin Watson The CRITICAL THINKING The THE CRITICAL THINKING TOOLKIT GALEN A. FORESMAN, PETER S. FOSL, AND JAMIE C. WATSON THE CRITICAL THINKING TOOLKIT This edition first published 2017 © 2017 John Wiley & Sons, Inc. Registered Office John Wiley & Sons Ltd, The Atrium, Southern Gate, Chichester, West Sussex, PO19 8SQ, UK Editorial Offices 350 Main Street, Malden, MA 02148-5020, USA 9600 Garsington Road, Oxford, OX4 2DQ, UK The Atrium, Southern Gate, Chichester, West Sussex, PO19 8SQ, UK For details of our global editorial offices, for customer services, and for information about how to apply for permission to reuse the copyright material in this book please see our website at www.wiley.com/wiley-blackwell. The right of Galen A. Foresman, Peter S. Fosl, and Jamie C. Watson to be identified as the authors of this work has been asserted in accordance with the UK Copyright, Designs and Patents Act 1988. All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted, in any form or by any means, electronic, mechanical, photocopying, recording or otherwise, except as permitted by the UK Copyright, Designs and Patents Act 1988, without the prior permission of the publisher. Wiley also publishes its books in a variety of electronic formats. Some content that appears in print may not be available in electronic books. Designations used by companies to distinguish their products are often claimed as trademarks. All brand names and product names used in this book are trade names, service marks, trademarks or registered trademarks of their respective owners. -
Reasoning in School
Reasoning in School For this I’m indebted to my Dad, who has over the years wisely entertained my impassioned ideas about education, to my Mom, whose empathy I’ve internalized, and to many liberal teachers. Preface A fifth grader taught me the word ‘metacognition’, which, following her, we can take to mean “thinking about thinking”. This is an analogical exercise in metacognition. It is secondarily an introduction to the process of reasoning and primarily an examination of basic notions about that process, especially those that are supposed commonsense and those that are missing from our self-concepts. As it turns out, subjecting popular metacognitive attitudes to even minor scrutiny calls some of them seriously into question. It is my goal to do so, and to form in the mind of the reader better founded beliefs about reasoning and thereby a more accurate, and consequently empowering, self-understanding. I would love to set in motion the mind that frees itself. I am in the end interested in reasoning in school as it relates to the practice of Philosophy for Children (p4c). It is amazing that reasoning is not a part of the K-12 curriculum. That it is not I find plainly unjustifiable and seriously unjust. In what follows I defend this position and consider p4c in light of it. Because I am focused on beliefs about thinking, as opposed to the cognitive psychology of thought, I am afforded some writing leeway. I am not a psychologist, but I have a fair metacognitive confidence thanks to my background in philosophy. -
334 CHAPTER 7 INFORMAL FALLACIES a Deductive Fallacy Is
CHAPTER 7 INFORMAL FALLACIES A deductive fallacy is committed whenever it is suggested that the truth of the conclusion of an argument necessarily follows from the truth of the premises given, when in fact that conclusion does not necessarily follow from those premises. An inductive fallacy is committed whenever it is suggested that the truth of the conclusion of an argument is made more probable by its relationship with the premises of the argument, when in fact it is not. We will cover two kinds of fallacies: formal fallacies and informal fallacies. An argument commits a formal fallacy if it has an invalid argument form. An argument commits an informal fallacy when it has a valid argument form but derives from unacceptable premises. A. Fallacies with Invalid Argument Forms Consider the following arguments: (1) All Europeans are racist because most Europeans believe that Africans are inferior to Europeans and all people who believe that Africans are inferior to Europeans are racist. (2) Since no dogs are cats and no cats are rats, it follows that no dogs are rats. (3) If today is Thursday, then I'm a monkey's uncle. But, today is not Thursday. Therefore, I'm not a monkey's uncle. (4) Some rich people are not elitist because some elitists are not rich. 334 These arguments have the following argument forms: (1) Some X are Y All Y are Z All X are Z. (2) No X are Y No Y are Z No X are Z (3) If P then Q not-P not-Q (4) Some E are not R Some R are not E Each of these argument forms is deductively invalid, and any actual argument with such a form would be fallacious. -
The 13Th Annual ISNA-CISNA Education Forum Welcomes You!
13th Annual ISNA Education Forum April 6th -8th, 2011 The 13th Annual ISNA-CISNA Education Forum Welcomes You! The ISNA-CISNA Education Forum, which has fostered professional growth and development and provided support to many Islamic schools, is celebrating its 13-year milestone this April. We have seen accredited schools sprout from grassroots efforts across North America; and we credit Allah, subhanna wa ta‘alla, for empowering the many men and women who have made the dreams for our schools a reality. Today the United States is home to over one thousand weekend Islamic schools and several hundred full-time Islamic schools. Having survived the initial challenge of galvanizing community support to form a school, Islamic schools are now attempting to find the most effective means to build curriculum and programs that will strengthen the Islamic faith and academic excellence of their students. These schools continue to build quality on every level to enable their students to succeed in a competitive and increasingly multicultural and interdependent world. The ISNA Education Forum has striven to be a major platform for this critical endeavor from its inception. The Annual Education Forum has been influential in supporting Islamic schools and Muslim communities to carry out various activities such as developing weekend schools; refining Qur‘anic/Arabic/Islamic Studies instruction; attaining accreditation; improving board structures and policies; and implementing training programs for principals, administrators, and teachers. Thus, the significance of the forum lies in uniting our community in working towards a common goal for our youth. Specific Goals 1. Provide sessions based on attendees‘ needs, determined by surveys. -
Quantifying Aristotle's Fallacies
mathematics Article Quantifying Aristotle’s Fallacies Evangelos Athanassopoulos 1,* and Michael Gr. Voskoglou 2 1 Independent Researcher, Giannakopoulou 39, 27300 Gastouni, Greece 2 Department of Applied Mathematics, Graduate Technological Educational Institute of Western Greece, 22334 Patras, Greece; [email protected] or [email protected] * Correspondence: [email protected] Received: 20 July 2020; Accepted: 18 August 2020; Published: 21 August 2020 Abstract: Fallacies are logically false statements which are often considered to be true. In the “Sophistical Refutations”, the last of his six works on Logic, Aristotle identified the first thirteen of today’s many known fallacies and divided them into linguistic and non-linguistic ones. A serious problem with fallacies is that, due to their bivalent texture, they can under certain conditions disorient the nonexpert. It is, therefore, very useful to quantify each fallacy by determining the “gravity” of its consequences. This is the target of the present work, where for historical and practical reasons—the fallacies are too many to deal with all of them—our attention is restricted to Aristotle’s fallacies only. However, the tools (Probability, Statistics and Fuzzy Logic) and the methods that we use for quantifying Aristotle’s fallacies could be also used for quantifying any other fallacy, which gives the required generality to our study. Keywords: logical fallacies; Aristotle’s fallacies; probability; statistical literacy; critical thinking; fuzzy logic (FL) 1. Introduction Fallacies are logically false statements that are often considered to be true. The first fallacies appeared in the literature simultaneously with the generation of Aristotle’s bivalent Logic. In the “Sophistical Refutations” (Sophistici Elenchi), the last chapter of the collection of his six works on logic—which was named by his followers, the Peripatetics, as “Organon” (Instrument)—the great ancient Greek philosopher identified thirteen fallacies and divided them in two categories, the linguistic and non-linguistic fallacies [1]. -
The Role of Reasoning in Constructing a Persuasive Argument
The Role of Reasoning in Constructing a Persuasive Argument <http://www.orsinger.com/PDFFiles/constructing-a-persuasive-argument.pdf> [The pdf version of this document is web-enabled with linking endnotes] Richard R. Orsinger [email protected] http://www.orsinger.com McCurley, Orsinger, McCurley, Nelson & Downing, L.L.P. San Antonio Office: 1717 Tower Life Building San Antonio, Texas 78205 (210) 225-5567 http://www.orsinger.com and Dallas Office: 5950 Sherry Lane, Suite 800 Dallas, Texas 75225 (214) 273-2400 http://www.momnd.com State Bar of Texas 37th ANNUAL ADVANCED FAMILY LAW COURSE August 1-4, 2011 San Antonio CHAPTER 11 © 2011 Richard R. Orsinger All Rights Reserved The Role of Reasoning in Constructing a Persuasive Argument Chapter 11 Table of Contents I. THE IMPORTANCE OF PERSUASION.. 1 II. PERSUASION IN ARGUMENTATION.. 1 III. BACKGROUND.. 2 IV. USER’S GUIDE FOR THIS ARTICLE.. 2 V. ARISTOTLE’S THREE COMPONENTS OF A PERSUASIVE SPEECH.. 3 A. ETHOS.. 3 B. PATHOS.. 4 C. LOGOS.. 4 1. Syllogism.. 4 2. Implication.. 4 3. Enthymeme.. 4 (a) Advantages and Disadvantages of Commonplaces... 5 (b) Selection of Commonplaces.. 5 VI. ARGUMENT MODELS (OVERVIEW)... 5 A. LOGIC-BASED ARGUMENTS. 5 1. Deductive Logic.. 5 2. Inductive Logic.. 6 3. Reasoning by Analogy.. 7 B. DEFEASIBLE ARGUMENTS... 7 C. THE TOULMIN ARGUMENTATION MODEL... 7 D. FALLACIOUS ARGUMENTS.. 8 E. ARGUMENTATION SCHEMES.. 8 VII. LOGICAL REASONING (DETAILED ANALYSIS).. 8 A. DEDUCTIVE REASONING.. 8 1. The Categorical Syllogism... 8 a. Graphically Depicting the Simple Categorical Syllogism... 9 b. A Legal Dispute as a Simple Syllogism.. 9 c. -
Logic and the Common Law Trial
University of Kentucky UKnowledge Law Faculty Scholarly Articles Law Faculty Publications Summer 1994 Logic and the Common Law Trial Richard H. Underwood University of Kentucky College of Law, [email protected] Follow this and additional works at: https://uknowledge.uky.edu/law_facpub Part of the Legal Profession Commons, and the Litigation Commons Right click to open a feedback form in a new tab to let us know how this document benefits ou.y Recommended Citation Richard H. Underwood, Logic and the Common Law Trial, 18 Am. J. Trial Advoc. 151 (1994). This Article is brought to you for free and open access by the Law Faculty Publications at UKnowledge. It has been accepted for inclusion in Law Faculty Scholarly Articles by an authorized administrator of UKnowledge. For more information, please contact [email protected]. Logic and the Common Law Trial Notes/Citation Information American Journal of Trial Advocacy, Vol. 18, No. 1 (Summer 1994), pp. 151-199 This article is available at UKnowledge: https://uknowledge.uky.edu/law_facpub/261 Logic and the Common Law Trial Richard H. Underwoodt The only certain ground for discovering truth is the faculty of discriminat- ing false from true.... Otherwise, I can assure you, you will be led by the nose by anyone who chooses to do it, and you will run after anything they hold out to you, as cattle do after a green bough.' I. Introduction Throughout history, right up to the present day, there have been persistent, if somewhat contradictory, attempts by members of the legal guild to attribute to the practice of law some of the characteristics of religion and science.' Fortunately, references to the trial lawyer as "the priest in the [T]emple of [J]ustice" 3 have pretty much disappeared from the literature. -
Informal Fallacies in Legal Argumentation
South Carolina Law Review Volume 44 Issue 2 Article 4 Winter 1993 Informal Fallacies in Legal Argumentation Kevin W. Saunders University of Oklahoma Follow this and additional works at: https://scholarcommons.sc.edu/sclr Part of the Law Commons Recommended Citation Kevin W. Saunders, Informal Fallacies in Legal Argumentation, 44 S. C. L. Rev. 343 (1993). This Article is brought to you by the Law Reviews and Journals at Scholar Commons. It has been accepted for inclusion in South Carolina Law Review by an authorized editor of Scholar Commons. For more information, please contact [email protected]. Saunders: Informal Fallacies in Legal Argumentation INFORMAL FALLACIES IN LEGAL ARGUMENTATION KEVIN W. SAUNDERS" I. INTRODUCTION ............................ 344 II. VARIETIES OF INFORMAL FALLACIES ............... 345 A. Argumentum ad Hominem .... ............ B. Argumentum ad Misericordiam . ............ C. Argumentum ad Populum ..... ............ D. Argumentum ad Vericundiam .. ............ E. Ignoratio Elenchi .......... ............ F. Petitio Principii ........... ............ G. Post Hoc Ergo Propter Hoc ... ............ H. Argumentum ad Ignorantiam ... ............ L Argumentum ad Terrorem .... ............ J. Argumentum ad Antiquitam ... ............ K. Accident and Hasty Generalization ........... L. Composition ............. ............ M. Division ............... ° . o ..° ° . N. Complex Question ......... ............° ° 0. Tu Quoque .............. ............° ° P. Ambiguity .............. ............ 1. Equivocation ......... -
LECTURE 2 Propositional Logic
LECTURE 2 Propositional logic EGG 2019 | Introduction to Semantics | Elizabeth Coppock Boolean I connectives BOOLEAN CONNECTIVES o and - ∧ o or - ∨ o not - ¬ George Boole (1815-1864) BOOLEAN SEARCH DISJUNCTION An “or” statement is called a disjunction. The statements that are disjoined are called the disjuncts. CONJUNCTION An “and” statement is called a conjunction. The statements that are conjoined are called the conjuncts. NEGATION A “not” statement is called a negation. Not is a unary connective, because it only applies to a single statement. Conjunction and disjunction are binary connectives. SCOPE AMBIGUITY WITH NEGATION & CONJUNCTION Antonio didn’t take Phonology and Syntax. p = Geordi consulted Troi r = Geordi consulted Worf Reading 1: Conjunction scoping over negation (& > ¬) ¬p & ¬r Reading 2: Negation scoping over conjunction (¬ > &) ¬(p & r) SCOPE AMBIGUITY WITH NEGATION & CONJUNCTION Antonio didn’t take Phonology and Syntax. p = Antonio took Phonology q = Antonio took Syntax Reading 1: Conjunction scoping over negation (& > ¬) ¬p & ¬r Reading 2: Negation scoping over conjunction (¬ > &) ¬(p & r) SCOPE AMBIGUITY WITH NEGATION & CONJUNCTION Antonio didn’t take Phonology and Syntax. p = Antonio took Phonology q = Antonio took Syntax Reading 1: Conjunction of negations [¬p & ¬q] Reading 2: Negation scoping over conjunction (¬ > &) ¬(p & r) SCOPE AMBIGUITY WITH NEGATION & CONJUNCTION Antonio didn’t take Phonology and Syntax. p = Antonio took Phonology q = Antonio took Syntax Reading 1: Conjunction of negations [¬p & ¬q] Reading 2: Negation of a conjunction ¬[p & q] Suppose he took both ✓ [¬p & ¬q] ✓ ✓ ¬[p & q] ✓ Suppose he took both ✓ [¬p & ¬q] - false ✓ ✓ ¬[p & q] - false ✓ Suppose he took neither ✓ [¬p & ¬q] ✓ ✓ ¬[p & q] ✓ Suppose he took neither ✓ [¬p & ¬q] - true ✓ ✓ ¬[p & q] - true ✓ Suppose he took only one ✓ [¬p & ¬q] ✓ ✓ ¬[p & q] ✓ Suppose he took only one ✓ [¬p & ¬q] - false ✓ ✓ ¬[p & q] - true ✓ SCOPE AMBIGUITY WITH NEGATION & CONJUNCTION Antonio didn’t take Phonology and Syntax. -
A Critical Study of Informal Fallacies in Some Socio-Political Discourse in Ghana
A CRITICAL STUDY OF INFORMAL FALLACIES IN SOME SOCIO-POLITICAL DISCOURSE IN GHANA BY RICHARD ANSAH submitted in accordance with the requirements for the degree of DOCTOR OF PHILOSOPHY (PhD) in the subject PHILOSOPHY at the UNIVERSITY OF SOUTH AFRICA SUPERVISOR: Dr Ezekiel SN Mkhwanazi CO-SUPERVISOR: Prof MLJ Koenane 2019 1 DECLARATION Name: RICHARD ANSAH Student number: 58556893 Degree: DOCTOR OF PHILOSOPHY (PHILOSOPHY) Exact wording of the title of the thesis as appearing on the electronic copy submitted for examination: A CRITICAL STUDY OF INFORMAL FALLACIES IN SOME SOCIO-POLITICAL DISCOURSE IN GHANA I declare that the above thesis is my own work and that all the sources that I have used or quoted have been indicated and acknowledged by means of complete references. I further declare that I submitted the thesis to originality checking software and that it falls within the accepted requirements for originality. I further declare that I have not previously submitted this work, or part of it, for examination at Unisa for another qualification or at any other higher education institution. (The thesis will not be examined unless this statement has been submitted.) ________________________ February 10, 2020 SIGNATURE DATE 2 DEDICATION To my late mother, Agnes Obo and my late mother-in-law, Elizabeth Agyapong 3 ACKNOWLEDGEMENTS My profound gratitude goes to the Almighty God for strength to complete this work. Again, I wish to express my warmest gratitude and appreciation to my supervisors, Dr. Ezekiel SN Mkhwanazi and Professor Koenane Mojalefa for their patience, very important suggestions and inputs which aided in the successful completion of this work. -
Leading Logical Fallacies in Legal Argument – Part 1 Gerald Lebovits
University of Ottawa Faculty of Law (Civil Law Section) From the SelectedWorks of Hon. Gerald Lebovits July, 2016 Say It Ain’t So: Leading Logical Fallacies in Legal Argument – Part 1 Gerald Lebovits Available at: https://works.bepress.com/gerald_lebovits/297/ JULY/AUGUST 2016 VOL. 88 | NO. 6 JournalNEW YORK STATE BAR ASSOCIATION Highlights from Today’s Game: Also in this Issue Exclusive Use and Domestic Trademark Coverage on the Offensive Violence Health Care Proxies By Christopher Psihoules and Jennette Wiser Litigation Strategy and Dispute Resolution What’s in a Name? That Which We Call Surrogate’s Court UBE-Shopping and Portability THE LEGAL WRITER BY GERALD LEBOVITS Say It Ain’t So: Leading Logical Fallacies in Legal Argument – Part 1 o argue effectively, whether oral- fact.3 Then a final conclusion is drawn able doubt. The jury has reasonable ly or in writing, lawyers must applying the asserted fact to the gen- doubt. Therefore, the jury hesitated.”8 Tunderstand logic and how logic eral rule.4 For the syllogism to be valid, The fallacy: Just because the jury had can be manipulated through fallacious the premises must be true, and the a reasonable doubt, the jury must’ve reasoning. A logical fallacy is an inval- conclusion must follow logically. For hesitated. The jury could’ve been id way to reason. Understanding falla- example: “All men are mortal. Bob is a entirely convinced and reached a con- cies will “furnish us with a means by man. Therefore, Bob is mortal.” clusion without hesitation. which the logic of practical argumen- Arguments might not be valid, tation can be tested.”1 Testing your though, even if their premises and con- argument against the general types of clusions are true.