= Correlation (projective geometry)
{wiki=Correlation_(projective_geometry)}
In projective geometry, **correlation** is a concept that relates to the correspondence between points and lines (or planes) in projective spaces. Specifically, a correlation is a duality relation that systematically associates points with lines in such a way that certain geometric properties and configurations are preserved. \#\#\# Key Points about Correlation: 1. **Duality**: Projective geometry is characterized by its duality principle, meaning that many statements about points can be translated into statements about lines and vice versa.
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