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1. Zeno And The Mathematicians / G. E. L. Owen -- 2. A Note On Zeno's Arrow / Jonathan Lear -- 3. Aristotle, Zeno, And The Potential Infinite / David Bostock -- 4. Aristotelian Infinity / Jonathan Lear -- 5. Hume And Berkeley On The Proofs Of Infinite Divisibility / Robert Fogelin -- 6. Infinity And Kant's Conception Of The Possibility Of Experience / Charles Parsons -- 7. The Age And Size Of The World / Jonathan Bennett -- 8. Kant Or Cantor? That The Universe, If Real, Must Be Finite In Both Space And Time / Pamela M. Huby -- 9. Infinity And Vagueness / David H. Sanford -- 10. Infinity / Guy Robinson And R. Harre -- 11. The Potential Infinite / W. D. Hart -- 12. Proper Classes / Penelope Maddy -- 13. Is 10 [actual Symbol Not Reproducible] A Finite Number? / D. Van Dantzig -- 14. Strict Finitism / Crispin Wright -- 15. Tasks And Super-tasks / J. F. Thomson -- 16. Tasks, Super-tasks, And The Modern Eleatics / Paul Benacerraf. 17. A Problem For Intuitionism: The Apparent Possibility Of Performing Infinitely Many Tasks In A Finite Time / A. W. Moore -- 18. Skolem's Promises And Paradoxes / W. D. Hart -- 19. Models And Reality / Hilary Putnam -- 20. What Computers Can't Do / Geoffrey H

Author

A.W. Moore

Publisher

Dartmouth; Dartmouth Pub Co

Published

1993

Language

EN

ISBN

9781855212602

Subjects

Philosophy, Humanities