The Philosophy of Mr Brtrnd Rssll With An Appendix of Leading Passages Fr

Cover The Philosophy of Mr Brtrnd Rssll With An Appendix of Leading Passages Fr
The Philosophy of Mr Brtrnd Rssll With An Appendix of Leading Passages Fr
Philip E B Philip Edward Bertrand Jourdain
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108-16, 243-9.
THE MORTALITY OF SOCRATES 51 must be by Aristotle's theory of continuity. Agreement with this view violates the law of contradiction ; denial of it implies that two moments can be immediately adjacent. By the denial, then, we are led to regard space and time as made up of indivisible points and moments, and thus, since we can draw one and only one parallel from any point in the diagonal of a square to a given side, the diagonal will contain the same (infinite) number of points as
... that side, and will therefore be equal to it. In this Leibniz repeated an argument used by the ancient Arabs, Roger Bacon, and William of Occam. Tnis Leibniz considered to be a proof that a line cannot be an aggregate of points. Indeed, their number would be " the number of all numbers " of the greatest possible integer, which is not.
It does not seem, further, that any light is thrown on the logical question of human mortality or immortality by legal decisions. It would appear that one can, legally speaking, be alive for any period less than twenty-four hours after one is dead and be dead for any period less than twenty-four hours before one's death.


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