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The Analytic Tradition in Philosophy, Volume 1
Scott Soames
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Geisteswissenschaften, Kunst, Musik / Philosophie
Beschreibung
This is the first of five volumes of a definitive history of analytic philosophy from the invention of modern logic in 1879 to the end of the twentieth century. Scott Soames, a leading philosopher of language and historian of analytic philosophy, provides the fullest and most detailed account of the analytic tradition yet published, one that is unmatched in its chronological range, topics covered, and depth of treatment. Focusing on the major milestones and distinguishing them from the dead ends, Soames gives a seminal account of where the analytic tradition has been and where it appears to be heading.
Volume 1 examines the initial phase of the analytic tradition through the major contributions of three of its four founding giants—Gottlob Frege, Bertrand Russell, and G. E. Moore. Soames describes and analyzes their work in logic, the philosophy of mathematics, epistemology, metaphysics, ethics, and the philosophy of language. He explains how by about 1920 their efforts had made logic, language, and mathematics central to philosophy in an unprecedented way. But although logic, language, and mathematics were now seen as powerful tools to attain traditional ends, they did not yet define philosophy. As volume 1 comes to a close, that was all about to change with the advent of the fourth founding giant, Ludwig Wittgenstein, and the 1922 English publication of his Tractatus, which ushered in a "linguistic turn" in philosophy that was to last for decades.
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Inference, Principia Ethica, Understanding, Suggestion, Clause, Explanation, Definite description, Sense data, Reason, On Denoting, Phrase, Bertrand Russell, Logical truth, Consciousness, Reality, Concept, Epistemology, Propositional attitude, The Principles of Mathematics, Good and evil, Theory of descriptions, Ascription, Logic, Truth, Quantifier (linguistics), Truth condition, Mathematics, Logical consequence, Quantifier (logic), Verb, Philosophy, Theory, Foundations of mathematics, Logicism, Ambiguity, Principia Mathematica, Referent, Physical body, Predicate (mathematical logic), Thought, Existence, Contradiction, Hypothesis, Philosophical logic, Empirical evidence, Subject (grammar), Reductio ad absurdum, The Philosopher, Philosophy of language, Lecture, Falsity, Quantification (science), Premise, Ethics, Philosopher, Predicate (grammar), The Foundations of Arithmetic, Truism, Skepticism, Natural number, Axiom, Gottlob Frege, Philosophical analysis, Philosophy of mathematics, Idealism, Principle, Propositional function, Proposition, A priori and a posteriori, Semantics