Containers: Revision history

3 April 2024

• curprev 22:5922:59, 3 April 2024‎ Eric Lengyel talk contribs‎ 3,312 bytes 0‎ No edit summary

17 November 2023

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27 August 2023

• curprev 01:0001:00, 27 August 2023‎ Eric Lengyel talk contribs‎ 3,467 bytes +33‎ No edit summary

25 August 2023

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6 August 2023

• curprev 03:1503:15, 6 August 2023‎ Eric Lengyel talk contribs‎ 3,279 bytes +3,279‎ Created page with "The ''container'' of a round object (a round point, dipole, circle, or sphere) is the smallest sphere that contains it. The container of an object $$\mathbf x$$ is denoted by $$\operatorname{con}(\mathbf x)$$, and it is given by the connect of $$\mathbf x$$ with its own carrier: :$$\operatorname{con}(\mathbf x) = \operatorname{car}(\mathbf x)^* \wedge \mathbf x$$ . The squared radius of an object's container has the same sign as the squared radi..."