triviality in analysis
From: Saem T. (saemtuarg_at_yahoo.it)
Date: 02/13/05
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Date: 13 Feb 2005 03:26:10 -0800
What's the reason why
(
|| x-y || > ||y|| - ||x||
et
|| x-y || > ||x|| - ||y||
)
implies
|| x-y || > | ||x|| - ||y|| |
?
Note: x,y belongs to the normed space
(V,|| ||), || denotes the absolute
value in R.
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