Logic and Theism
Jordan Howard Sobel (Cambridge University Press: Apr 9, 2009), 676 pages.This book includes arguments for and against belief in God. The arguments for the belief are analyzed in the first six chapters and include ontological arguments from Anselm through Gödel; the cosmological arguments of Aquinas and Leibniz; and arguments from evidence for design and miracles. The next two chapters consider arguments against belief. The last chapter examines Pascalian arguments for and against belief in God. This book is a valuable resource for philosophers of religion and theologians and interests logicians and mathematicians as well. ~ Publisher’s Description
Filled with new, interesting, and insightful observations and analyses … a book everyone interested in philosophy of religion will want — and need — to read.” ~ Graham Oppy, Monash University • “I’m often asked to recommend books on philosophy of religion from a skeptical point of view, and Mackie’s The Miracle of Theism has been the only thing I could wholeheartedly endorse. Sobel’s book would give me a second option. It’s the best thing of its kind since Mackie’s book, and in many respects, it’s better than The Miracle of Theism.” ~ Robert C. Koons, University of Texas, Austin • “This book is a rich resource for those interested in the traditional arguments for and against belief in God’s existence … the book is valuable not so much for the author’s own conclusions in each chapter, as it is for the rich resource it constitutes … the author has done a great service by assembling different versions of arguments for and against God’s existence, by discussing the arguments intelligently and critically … I suspect that many philosophers of religion, both theists and sceptics, will be responding to the particular arguments of this book for some time to come.” ~ Ars Disputandi
Table of Contents
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- Preface
- I ‘God’, ‘god’, and God 3
- II Classical Ontological Arguments 29
- App. A Symbols and symbolizations 70
- App. B Derivations and models 71
- App. C Rules of inference and forms of derivations 78
- III Modern Modal Ontological Arguments 81
- App. A ‘Possible worlds’ 99
- App. B Modal logic 105
- IV Kurt Godel’s Ontologischer Beweis 115
- App. A Notes in Kurt Godel’s hand 144
- App. B Notes in Dana Scott’s hand 145
- App. C Mainly derivations 146
- V First Causes: “The Second Way” 168
- App. A Notes on Aquinas’s other ways 195
- App. B Bangs and infinite regresses of causes 198
- VI Ultimate Reasons: Proofs a contingentia mundi 200
- App. A Leibniz’s problem with necessity 228
- App. B Contingency in John Leslie’s Axiarchism 233
- App. C Robert C. Koons’s ‘New Look’ cosmological argument 234
- VII Look ‘Round! – Arguments from Design 238
- App Swinburne’s teleological arguments, and his cumulative argument, for the existence of God 288
- VIII Clouds of Witnesses – “Of Miracles” 298
- App. A A proof of Hume’s theorem 331
- App. B Condorcet’s rule, witness reliability, and ‘last degrees of assurance’ 333
- IX Romancing the Stone 345
- App A formal articulation of the argument of Section 5 367
- X ‘God Knows (Go Figure)’ 369
- App Notes on Cantorian set theory 394
- XI Atheologies, Demonstrative and Evidential 401
- App Promised derivations 432
- XII The Logical Problem of Evil 436
- App. A On alleged incompatibilities of divine omniscience and freedom 479
- App. B A deduction in Section 2.2.3 spelled out 494
- XIII Pascalian Wagers 499
- App Hyperreals and decision theory 532
- Notes 539
- References 630
- Index of Names 647