Re: Is continuum completely filled up?
- From: "toshiaki" <farawfu@xxxxxxxxx>
- Date: Mon, 8 Jan 2007 18:29:05 +0900
A case of balls on a vase is question of time siquence , but that of
cardinality .
The operations to remove balls come after the operations to add balls .
This is equevalent to the story of Tristram Schandy . Because he himself
alive keeps diary about the matter he already has done , this work will
never cease .
Simillary , the operation to remove balls will not catch up with that to add
balls .
Thus these operations never end too .
Whole procedure is to add balls endlessly .
Regard OT
.
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- Re: Is continuum completely filled up?
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