Henry Longueville Mansel

Henry Longueville Mansel

Summary

Portrait of Henry Longueville Mansel Henry Longueville Mansel The Philosophy of the Conditioned

When we dream of conceiving an infinite regress of time, says Sir W. Hamilton, “we only deceive ourselves by substituting the indefinite for the infinite, than which no two notions can be more opposed.” This caution has not been attended to by some later critics. Thus, Dr. Whewell (Philosophy of Discovery, p. 324) says: “The definition of an infinite number is not that it contains all possible unities; but this—that the progress of numeration, being begun according to a certain law, goes on without limit.” This is precisely Descartes’ definition, not of the infinite, but of the indefinite.
Source: Gutenberg

Portrait of Henry Longueville Mansel Henry Longueville Mansel The Philosophy of the Conditioned

Either we may endeavour to conceive an absolutely first moment of time, beyond which is an existence having no duration and no succession; or we may endeavour to conceive time as an unlimited duration, containing an infinite series of successive antecedents and consequents, each conditioned in itself, but forming altogether an unconditioned whole. In other words, we may endeavour, with the Eleatics, to conceive pure existence apart and distinct from all phenomenal change
Source: Gutenberg

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