LabeledDimensionΒΆ
Generalized ClassΒΆ
DimensionDescriptionΒΆ
A labeled dimension is a qualitative dimension where the coordinates along the dimension are explicitly defined as labels. Let \(\mathbf{A}_k\) be an ordered set of unique labels along the \(k^{th}\) dimension, then the coordinates, \(\mathbf{X}_k\), along a labeled dimension are
()ΒΆ\[\mathbf{X}_k = \mathbf{A}_k.\]
AttributesΒΆ
Name |
Type |
Description |
---|---|---|
labels |
[String, String, β¦ ] |
A required ordered array of labels along the dimension. |
ExampleΒΆ
The following LabeledDimension object,
{
"type": "labeled",
"labels": ["Cu", "Fe", "Si", "H", "Li"]
}
will generate a dimension, where the coordinates \(\mathbf{X}_k\) are
["Cu", "Fe", "Si", "H", "Li"]