Centroid of a set of N-dimensional points: Difference between revisions
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In analytic geometry, the <em>centroid</em> of a set of points is a point |
In analytic geometry, the <em>centroid</em> of a set of points is a point in the same domain as the set which is chosen as showing a property which can be calculated for that set. |
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characteristic is optomized for that set. |
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Consider the centroid defined as the |
Consider the centroid defined as the arithmetic mean of a set of points of arbitrary dimension. |
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