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Eight-dimensional space
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Eight-dimensional space
In
mathematics
, a sequence of
n
real numbers
can be understood as a
location
in
n
-
dimensional
space. When
n
= 8, the set of all such locations is called
8-dimensional space
. Often such spaces are studied as
vector spaces
, without any notion of distance. Eight-dimensional
Euclidean space
is eight-dimensional space equipped with a
Euclidean metric
, which is defined by the
dot product
.
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