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Crystallographic point group: Revision history


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  • curprev 19:5419:54, 25 November 2021 Kent G. Budge talk contribs 17,125 bytes −31 It is not possible for an axis to be perpendicular to adjacent faces of a cube. And if it is *parallel* to two adjacent faces, it must necessarily be perpendicular to a third face. undo
  • curprev 19:0519:05, 25 November 2021 50.123.77.139 talk 17,156 bytes 0 As previously worded, the example did not correctly specify an orthogonal axis. Being perpendicular to two parallel faces is redundant and exactly the same as being perpendicular to only one face, which would have allowed the axis of rotation to be oriented at any arbitrary angle within the constrained plane, violating cubic symmetry. I changed the word parallel to adjacent, which does properly restrict the axis to preserve cubic symmetry, because adjacent faces of a cube are perpendicular to... undo Tags: Mobile edit Mobile web edit

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  • curprev 19:1119:11, 13 October 2021 70.83.58.252 talk 17,091 bytes 0 Isomorphisms: Replaced notation Z<sub>n</sub> with more common notation C<sub>n</sub> for the abstract cyclic group of order n. (Note that the page on cyclic groups (cited at the end of the section) does not even mention the notation Z<sub>n</sub>.) undo

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