Definitions
from Wiktionary, Creative Commons Attribution/ShareAlike License
 n. A total order of which every nonempty subset has a least element.
 v. To impose a wellorder on (a set).
Etymologies
Sorry, no etymologies found.
Examples

For, by mathematical postulate, we may wellorder all the possible worlds in this set; it might be the case that God exists in all oddnumbered worlds W1, W3, W5, W7, W9, .... so that even if Plantinga destroys my case but fails to establish how God's existence in an infinite number of worlds entails His existence in all worlds, we might have that

It simply says that there exists a wellorder on any given set; it does not even say if there exists one or if we can construct one.

Given any set A, there exists a wellorder in A. This does not say that any order on a set A is a wellorder.
Comments
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