Hi  Mirek,

>
> Hi Bruno,
>
> I am in a good mood and a bit picky :-) Do you know how many entries
> google gave me upon entering
> Theaetetical -marchal -bruno


Well 144?

Good way to find my papers on that. The pages refer quickly to this  
list or the FOR list.

Tomorrow I will not be there.

I let those interested to meditate on two questions (N is {0, 1, 2, 3,  
4, ...}):

1) What is common between the set of all subsets of a set with n  
elements, and the set of all finite sequences of "0" and "1" of length  
n.
2) What is common between the set of all subsets of N, and the set of  
all infinite sequences of "0" and "1".

Just some (finite and infinite) bread for surviving the day :)

Bruno


http://iridia.ulb.ac.be/~marchal/




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