Unitization: Revision history

8 July 2024

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13 April 2024

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23 October 2023

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26 August 2023

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15 July 2023

• curprev 06:0306:03, 15 July 2023‎ Eric Lengyel talk contribs‎ 2,586 bytes +2,586‎ Created page with "''Unitization'' is the process of scaling an element of a projective geometric algebra so that its weight norm becomes the antiscalar $$\large\unicode{x1D7D9}$$. An element that has a weight norm of $$\large\unicode{x1D7D9}$$ is said to be ''unitized''. An element $$\mathbf x$$ is unitized by calculating :$$\mathbf{\hat x} = \dfrac{\mathbf x}{\left\Vert\mathbf x\right\Vert_\unicode{x25CB}} = \dfrac{\mathbf x}{\sqrt{\mathbf x \mathbin{\unicode{x25CB}} \smash{\ma..."