= Hyperplane at infinity
{wiki=Hyperplane_at_infinity}
In mathematics, particularly in the context of projective geometry, the concept of a hyperplane at infinity is an important idea used to facilitate the study of geometric properties. Here's a breakdown of the concept: 1. **Projective Space**: In projective geometry, we augment the usual Euclidean space by adding "points at infinity". This allows us to handle parallel lines and other geometric relationships more conveniently.
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