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0^0
1
Name:
Anonymous
2007-09-08 23:37
ID:DQ/MKm+7
ONE WORD, 0
0
=
?
, /sci/ over
26
Name:
Anonymous
2007-09-10 18:45
ID:Heaven
>>25
Wow. First of all, the set-theoretical definition of the natural numbers identifies 0 as { {} }, not {}. 1 is identified with { {}, { {} } }. Your definition of exponentiation would give 0^1 = #{all functions from 0 to 1} = 2.
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