Which term describes data described by many measurements at once?

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Multiple Choice

Which term describes data described by many measurements at once?

Explanation:
When data are described by many measurements per observation, you’re looking at high-dimensional data. The number of measurements (features) defines the dimensionality of the data, so datasets with hundreds or thousands of features—like images with many pixels or gene expression profiles with many genes—are inherently high-dimensional. This term directly describes the situation of having a large number of measurements at once. PCA is a dimensionality-reduction technique, not the description of the data itself. The manifold assumption is about a belief that data lie on a lower-dimensional surface within the high-dimensional space, not about the data’s dimensionality per se. A topological manifold is a mathematical concept describing a space that locally resembles Euclidean space, not a dataset description. So high-dimensional data is the best fit for describing data with many measurements at once.

When data are described by many measurements per observation, you’re looking at high-dimensional data. The number of measurements (features) defines the dimensionality of the data, so datasets with hundreds or thousands of features—like images with many pixels or gene expression profiles with many genes—are inherently high-dimensional. This term directly describes the situation of having a large number of measurements at once.

PCA is a dimensionality-reduction technique, not the description of the data itself. The manifold assumption is about a belief that data lie on a lower-dimensional surface within the high-dimensional space, not about the data’s dimensionality per se. A topological manifold is a mathematical concept describing a space that locally resembles Euclidean space, not a dataset description. So high-dimensional data is the best fit for describing data with many measurements at once.

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