dimension |
hyperplane |
In geometry terms the difference between dimension and hyperplane
is that
dimension is the number of independent coordinates needed to specify uniquely the location of a point in a space; also, any of such independent coordinates while
hyperplane is an
n-dimensional generalization of a plane; an affine subspace of dimension
n-1 that splits an
n-dimensional space. (In a one-dimensional space, it is a point; in two-dimensional space it is a line; in three-dimensional space, it is an ordinary plane..
As nouns the difference between dimension and hyperplane
is that
dimension is a single aspect of a given thing while
hyperplane is an
n-dimensional generalization of a plane; an affine subspace of dimension
n-1 that splits an
n-dimensional space. (In a one-dimensional space, it is a point; in two-dimensional space it is a line; in three-dimensional space, it is an ordinary plane..
As a verb dimension
is to mark, cut or shape something to specified dimensions.
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