👉 In mathematics, a nonprojective geometry is a type of geometry that does not allow for projections to be performed. In other words, it does not support the notion of projecting onto a line or plane in such a way that its direction remains unchanged upon projection. This means that given two points A and B in a space, there cannot exist any line L that passes through both points such that the distance between A and B is equal to the length of L. Instead, all projections from any point
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What is the definition of Nonprojective? 🙋
👉 A non-projective transformation is a type of transformation that does not preserve angles between points. In other words, it changes the orientation of the line segment connecting two points while keeping the lengths and angles unchanged. For example, consider a triangle ABC with vertices A(0, 0), B(-1, 0) and C(1, -1). The point D at (3, 2) is chosen such that the line segment AD has the same length as the line segment BC
