Readership: Students and scholars of philosophy; particularly those interested in the history of analytic philosophy and logic.
Michael Potter, Cambridge University
Michael Potter is Reader in the Philosophy of Mathematics at Cambridge University. He is the author of Sets (OUP, 1990), Reason's Nearest Kin (OUP, 2000), Set Theory and its Philosophy (OUP, 2004), and Mathematical Knowledge (edited with Mary Leng and Alexander Paseau, OUP, 2007).
Introduction 1: Finding a Problem 2: First Steps 3: Matter 4: Analysis 5: The Fundamental Thought 6: The Symbolic Turn 7: Simplicity 8: Unity 9: Fregean Propositions 10: Assertion 11: Complex and Fact 12: Forms 13: Russell's Theory of Judgment 14: Meaning 15: Metaphysics 16: Sense 17: Truth-Functions 18: Truth-Operations 19: Molecular Propositions 20: Generality 21: Resolving the Paradoxes 22: Typical Ambiguity 23: Identity 24: Sign and Symbol 25: Wittgenstein's Theory of Judgment 26: The Picture Theory 27: Tractarian Objects 28: Philosophy 29: Themes History of the Text The Notes on Logic Bibliography