[extropy-chat] Is Many Worlds testable? - Randall

[scerir at tiscali.it]

Rafal, you have reinvented Bell's superdeterminism here. 
You are right when you say that the preparation of the system is a 
measurement.
But if the branching occurs at time t=0 it means that theSchroedinger 
function 
knows what will happen at a later time, since we have, in our hands, 
the 'delayed
choice' option, that is the possibility of changing the setup.
But I must say that your hint passed the famous Bohrian test which 
says: 
'Is crazy enough?'. It is, sincerely, a dramatic competitor for the 
challenge by 
Arnold Neumaier at http://www.arxiv.org/abs/quant-ph/0505172.
s.
 
I hope this post can travel, since my account is blocked, banned,
for unknown reasons. 


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