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Normed space
<mathematics> A
vector space
with a
function
, ||F||, such that
||F|| = 0 if and only if F=0 ||aF|| = abs(a) * ||F|| ||F+G|| <= ||F|| + ||G||
Roughly, a distance between two elements in the space is defined.
< Previous Terms
Terms Containing normed space
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normal distribution
normal form
normalisation
normalised
normal order reduction
northbridge
NorthWestNet
NOS
NOT
Not-a-Number