By Robert M. Martin
Martin offers interesting discussions of every challenge or puzzle, and appends feedback for extra interpreting in every one case. the place the puzzle or challenge admits of a correct solution, Martin offers it in a separate part. yet he additionally frequently ends with a query; for plenty of of those puzzles and paradoxes, there isn't any solution that's universally authorised as being right. As this booklet richly and entertainingly demonstrates, philosophy is as a lot the hunt for the suitable questions because it is for correct solutions.
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Additional info for There Are Two Errors In The The Title Of This Book: A Sourcebook of Philosophical Puzzles, Problems, and Paradoxes
Example text
D. , 244A, London Road, Hadleigh, Essex. SS7 2DE Broadview Press gratefully acknowledges the support of the Canada Council, the Ontario Arts Council, and the Ministry of Canadian Heritage. PRINTED IN CANADA Page v Table of Contents Acknowledgements xiii About this Book xv Chapter I: Differences that Make No Difference 1. William James and the Squirrel 1 The Unanswerable 3 2. When Everything Gets Bigger 4 The Right-Handed Universe 4 3. Mildred's Peculiar Sensations 5 Another Inversion in Mildred 6 4.
Actually, philosophy is fun. It's interesting. It answers questions you've always wondered about and raises questions you've never thought of. It tickles your imagination and your funny-bone, and expands your mind. This book is designed to prove all that to you. Philosophy starts when something goes wrong. Sometimes perfectly ordinary things seem inexplicable when you start to think about them. Sometimes perfectly reasonable assumptions lead, by perfectly acceptable reasoning, to bizarre and unbelievable conclusions.
The important point here is not who is right, but what James says about this problem: "Which party is right," I said, "depends on what you practically mean by 'going round' the squirrel. . . This is a clever solution, and one that marks a turning point in modern philosophy. James argues that this example demonstrates, in trivial miniature, a method for solving otherwise unsolvable metaphysical disputes, and much of philosophy since then uses this methodology. The influence of this style has not always been beneficial.