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> Maybe it's because the domain of Golbach's conjecture is much greater > than that of phone numbers, locations, and formatting rules. Gödel's > theorem applies in axiomatic systems rich enough to contain > arithmetic. Could it be that the "semantic web" as an axiomatic > system will not be rich enough to contain arithmetic, but could be > rich enough to perform any practical inference of use to us? That I wonder how the semantic web will represent infinite sets? I would have thought that to be necessary for representing arithmetic... Christian
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