An historical introduction to the philosophy of mathematics: a reader

Part I. Ancients. Pythagoras, Parmenides and Zeno's Paradoxes ; Plato ; Aristotle

Part II. Moderns. The Rationalists ; The Empiricists ; Kant

Part III. Nineteenth and early twentieth centuries. Mill ; Cantor's transfinites ; Logicism ; Formalism ; Intuitionism ; Conventionalism ; Wittgenstein ; Gödel's Theorem

Part IV. Contemporary views. The Benacerraf problem ; The indispensability argument ; Benacerraf's number puzzle and structuralism ; Modalism ; Fictionalism ; Apriorism ; Maddy's realism ; Naturalism ; Plenitudinous platonism ; Neo-logicism ; Experimental mathematics.