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Partial coordinates refer to a representation of a point in a multi-dimensional space where only some of the coordinates are specified, while others remain unspecified or are held constant. This concept is often used in optimization problems, computational geometry, and in fields like molecular modeling, where specific parameters may be varied while others are fixed. By focusing on partial coordinates, researchers can simplify complex problems and analyze the effects of changing particular dimensions without needing to account for the entire set of coordinates.

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