Uniform

10 D

Vector dimension: 10
Vector count: 1000

Vector coordinates drawn from a uniform distribution on the unit interval.
Data after standardization.

Gauss centers in $\mu_1 = \left( -1, \dots, -1 \right)$ and $\mu_2 = \left( 1, \dots, 1 \right)$
Gauss dispersions: $\frac{1}{4} \left\| \mu_1 - \mu_2 \right\|$

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100 D

Vector dimension: 100
Vector count: 1000

Vector coordinates drawn from a uniform distribution on the unit interval.
Data after standardization.

Gauss centers in $\mu_1 = \left( -1, \dots, -1 \right)$ and $\mu_2 = \left( 1, \dots, 1 \right)$
Gauss dispersions: $\frac{1}{6} \left\| \mu_1 - \mu_2 \right\|$

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