Projections: Revision history

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19 October 2023

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15 July 2023

  • curprev 06:1106:11, 15 July 2023Eric Lengyel talk contribs 7,517 bytes +7,517 Created page with "Projections and antiprojections of one geometric object onto another can be accomplished using interior products as described below. The formulas on this page are general and do not require the geometric objects to be unitized. Most of them become simpler if unitization can be assumed. == Projection == The geometric projection of an object $$\mathbf x$$ onto an object $$\mathbf y$$ is given by the general formula $$(\mathbf y_\unicode{x25CB} \mathbin{\unicode{..."