In recent discussions about the Kochen-Specker theorem some posters pointed
to finite precision of measurement as a possible refutation of the theroem.
As stated in other threads a number of objections have been bought ageist
the theorem - and to the best of my knowledge all have been found wanting.
The refutation of the finite precision claim can be found at
http://arxiv.org/abs/quant-ph/0104024.

Thanks
Bill

Bill Hobba wrote:
In recent discussions about the Kochen-Specker theorem some posters pointed
to finite precision of measurement as a possible refutation of the theroem.
As stated in other threads a number of objections have been bought ageist
the theorem - and to the best of my knowledge all have been found wanting.
The refutation of the finite precision claim can be found at
http://arxiv.org/abs/quant-ph/0104024.

I believe, you overestimate this theorem enormously. For the discussion
in the thread "Quanta & particles related to the continuum ?", it is
simply not relevant. My last reply there should be clear enough.
BTW: Does one deny the subject line ? (I don't do.)

Ulrich